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DatesTitleOrganizers
September 19-23, 2011Vlasov Models in Kinetic TheoryPierre Degond, Francis Filbet, Robert Glassey, Jingmei Qiu, Gerhard Rein

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A self-similar solution of the Einstein-Vlasov system Alan Rendall, Max Planck Institute fur Gravitationsphysik, Albert-Einstein-Institut
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Advanced particle methods for collisionless plasma simulations Andrew Christlieb, Michigan State University
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Computing Multivalued Solutions of Pressureless Gas Dynamics by Deterministic Particle Methods Alina Chertok, North Carolina State University
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Dynamics of spatially homogeneous solutions to the Einstein-Vlasov system Simone Calogero, University of Granada
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Global Existence for the Vlasov-Poisson System with Steady Spatial Asymptotic Behavior Jack Schaeffer, Carnegie Mellon
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Numerical and analytical issues for Vlasov-Boltzmann-Maxwell systems Irene Gamba, University of Texas
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On the Hamiltonian-Jacobi variational formulation of the Vlasov equation Phil Morrison, University of Texas
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Orbital Stability of Spherical Galactic Models Mohammed Lemou, Centre National de la Recherche Scientifique (CNRS)
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Simulations of Vlasov-Poisson equations for infinite homogeneous stellar systems Yingda Cheng, University of Texas
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Some polymeric fluid flow models: steady states & large-time convergence Anton Arnold, Technische Universitat Wien
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The mean-field limit for a regularized relativistic Vlasov-Maxwell dynamics Francois Golse, Ecole Polytechnique
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DatesTitleOrganizers
October 17-21, 2011Novel Applications of Kinetic Theory and ComputationsIrene Gamba, Axel Klar, Benoit Perthame, Christian Ringhofer, Chi-Wang Shu

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A discontinuous Galerkin scheme for front propagation with obstacles Chi-Wang Shu, Brown University
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A scalar conservation law with discontinuous flux for supply chains with finite buffers Dieter Armbruster, Arizona State University
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An application of the discontinuous Galerkin method for solving kinetic equations Armando Majorana, University of Catania
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Analysis of PDE models for neuronal networks Benoit Perthame, University Pierre et Marie Curie, Paris
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Binary interaction algorithms for the simulation of flocking and swarming dynamics Lorenzo Pareschi, University of Ferrara
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Continuum descriptions for dynamics of self-propelled particles Vladislav Panferov, California State University at Northridge
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High-order, Entropy-based Models for Linear Transport in Slab Geometries Cory Hauck, Oak Ridge National Laboratory
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Inverse transport and diffusion problems in photoacoustic imaging and device modeling Kui Ren, University of Texas at Austin
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Kinetic and mean-field game models of information propagation Ravi Srinivasan, The University of Texas at Austin
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Recent progress on the modeling of flocking and synchronization phenomena Seung-Yeal Ha, Seoul National University
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Some considerations on radiometric effects Kazuo Aoki, Kyoto University
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Some new remarks on a kinetic equation for Compton scattering Miguel Escobedo, Universidad del Pais Vasco
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Uniqueness of the compactly supported weak solution to the relativistic Vlasov-Darwin system Martial Agueh, The University of Victoria, Canada
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DatesTitleOrganizers
November 7-11, 2011Boltzmann Models in Kinetic TheoryIrene Gamba, Axel Klar, Benoit Perthame, Christian Ringhofer, Chi-Wang Shu

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A Collision-Based Hybrid Method for Linear Transport Cory Hauck, Oak Ridge National Laboratory
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Bose condensates in interaction with excitations – a kinetic model Anne Nouri, Aix-Marseille University
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Competing interactions in kinetic models for fluids Rossana Marra, Seconda Università di Roma Tor Vergata
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Estimates and approximations to the non-linear Boltzmann equation Irene Gamba, University of Texas
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Euler limit for Boltzmann equation with Maxwell boundary condition Claude Bardos, Université de Paris
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Exact summation of the Chapman-Enskog expansion a primer Marshall Slemrod, University of Wisconsin-Madison
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Fluid Approximations from Boltzmann Equations for Domains with Boundary C. David Levermore, University of Maryland
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Fourier Law and Non-Isothermal Boundary in the Boltzmann Theory Chanwoo Kim, University of Cambridge
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From the Vlasov-Maxwell-Boltzmann system to incompressible viscous electro-magneto-hydrodynamics, part II Diogo Arsenio, École Normale Supérieure
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From the Vlasov-Maxwell-Boltzmann system to incompressible viscous electro-magneto-hydrodynamics, part I Laure Saint-Raymond, École Normale Supérieure
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Ghost effect by curvature Raffaele Esposito, Universita di L'Aquila
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Hypocoercivity for some linear kinetic equations with a boundary Frederic Herau, Université de Nantes
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Large time behavior of coagulation-fragmentation equations with degenerate diffusion Laurent Desvillettes, Ecole Normale Superieure de Cachan
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Unique moment set from the order of magnitude method Henning Struchtrup, University of Victoria
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Spring 2012Complex and Arithmetic Dynamics - Introductory TalksRob Benedetto, Laura DeMarco, Mikhail Lyubich, Juan Rivera-Letelier, Joseph Silverman, Lucien Szpiro, Michael Zieve

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Introduction to p-adic Dynamics Juan Rivera-Letelier, Pontificia Universidad Catolica de Chile
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Introduction to Complex Dynamics Xavier Buff, Université de Toulouse III (Paul Sabatier)
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Introduction to Berkovich Space Robert Rumely, University of Georgia
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DatesTitleOrganizers
February 13-17, 2012Complex and p-adic DynamicsMatthew Baker, Rob Benedetto, Charles Favre, Kevin Pilgrim, Juan Rivera-Letelier (Chair)

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Arithmetic differential invariants of dynamical systems Alexandru Buium, University of New Mexico
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Canonical measures on subvarieties of abelian varieties Walter Gubler, Eberhard-Karls-Universitat Tubingen
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Critical Orbits and Attracting Cycles in Non-Archimedean Dynamics Alon Levy, ICERM
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Critical heights of polynomials Patrick Ingram, Colorado State University
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Fixed-point-free elements of iterated monodromy groups Rafe Jones, College of the Holy Cross
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Geometric Limits and Renormalization Jeremy Kahn, Brown University
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On approximating non-Archimedean Julia set Liang-Chung Hsia, National Taiwan Normal University
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On local linearization in non-Archimedean dynamics Karl-Olof Lindahl, Linnaeus University
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On the non-archimedean Calabi-Yau Theorem Xinyi Yuan, Princeton University
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Polynomial Matings Arnaud Cheritat, Universite de Toulouse III (Paul Sabatier)
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Preperiodic points for families of polynomials Dragos Ghioca, University of British Columbia
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Quantitative Equidistribution in Non-Archmedean and Complex Dynamics Yusuke Okuyama, Kyoto Institute of Technology
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Singular metrics and the Calabi-Yau theorem in non-archimedean geometry Mattias Jonsson, University of Michigan
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Special curves and post-critically finite maps in the moduli space Laura DeMarco, University of Illinois
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Strong bifurcation loci of maximal Hausdorff dimension Thomas Gauthier, Univesitre Paul Sabatier
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Transversality Principles in Holomorphic Dynamics Adam Epstein, University of Warwick
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March 19-23, 2012Global Arithmetic DynamicsXander Faber, Michelle Manes, Lucien Szpiro, Thomas Tucker, Michael Zieve (Chair)

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A Uniform Boundedness Theorem for Polynomials Michael Zieve, University of Michigan
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A generalization of the Nagell-Lutz theorem Aaron Levin, Michigan State University
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Adelic intersection problems in arithmetic geometry and dynamics Felipe Voloch, University of Texas at Austin
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Algebraic dynamics, difference fields and model theory Zoe Chatzidakis, Centre National de la Recherche Scientifique (CNRS)-Paris 7
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Critically finite endomorphisms of projective space Sarah Koch, Harvard University
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Dynamical exponential and transcendence Shou-Wu Zhang, Princeton University
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Equidistribution and the Dynamical Uniform Boundedness Conjecture Rob Benedetto, Amherst College
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Exceptional linear subvarieties for the d^th power map Bianca Viray, Brown University
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Good reduction and computational applications Benjamin Hutz, CUNY Graduate Center
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Iteration of algebraic points under a rational self-map Ekaterina Amerik, Higher School of Economics (Moscow) and Universite Paris-Sud (Orsay)
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On the (failure of) equidistribution of periodic points Juan Rivera-Letelier, Pontificia Universidad Catolica de Chile
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Simple and Critically Good Reduction for Endomorphisms of P1 Jung Kyu Canci, University of Basel
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Special orbifolds-arithmetic and hyperbolic aspects Frederic Campana, Universite Nancy 1
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The Morton-Silverman conjecture, and extending self-maps to projective space Bjorn Poonen, Massachusetts Institute of Technology
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Using Sage for Mathematical Research William Stein, University of Washington
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DatesTitleOrganizers
April 16-20, 2012Moduli Spaces Associated to Dynamical SystemsLaura DeMarco, Adam Epstein, Sarah Koch, Curtis McMullen, Joseph Silverman

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A proof of Pilgrim's conjecture Nikita Selinger, Jacobs University
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Admissible Covers and Rescaling Limits (after Matthieu Arfeux) Xavier Buff, Universite de Toulouse III (Paul Sabatier)
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Antipode Preserving Cubic Rational Maps Araceli Bonifant, University of Rhode Island
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Arithmetic Properties of Dominant Self-Maps of P^N Joseph H. Silverman, Brown University
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Bers, Brown and Lyapunov Romain Dujardin, Ecole Polytechnique
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Limits of polynomial-like quadratic rational maps Eva Uhre, Stony Brook University
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Mating Discontinuity Adam Epstein, University of Warwick
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On Mordell-Lang in algebraic groups of unipotent rank 1 Paul Vojta, University of California, Berkeley
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Puiseux series dynamics and leading monomials of escape regions Jan Kiwi, Pontificia Universidad Catolica de Chile
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Quadratic Rational Maps- the Totally Marked Moduli Space John Milnor, Stony Brook University
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Ramification avoidance and a dynamical Mordell-Lang conjecture Tom Tucker, University of Rochester
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Rational maps with prescribed critical values Tan Lei, University d'Angers
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The Space of Morphisms on a Projective Variety- Construction and Applications Alon Levy, ICERM
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Variations on a Theme-Fields of Definition, Fields of Moduli, Automorphisms, and Twists Michelle Manes, University of Hawaii
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DatesTitleOrganizers
September 17-21, 2012Bayesian NonparametricsKassie Fronczyk, Stuart Geman, Matthew Harrison, Michael Jordan, Peter Mueller, Erik Sudderth

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Bayes factors for high and infinite dimensional models Steve MacEachern, Ohio State University
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Bayesian Nonparametric Approaches for Partially-Observable Reinforcement Learning Finale Doshi-Velez, Massachusetts Institute of Technology
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Bayesian estimation of the discrepancy with misspecified parametric models Pierpaolo De Blasi, Universita di Torino
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Canonically correlated random measures and an application to survival analysis Antonio Lijoi, Universita di Pavia
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Clusters and features from combinatorial stochastic processes Tamara Broderick, University of California, Berkeley
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Convergence of latent mixing measures in finite and infinite mixture models Long Nguyen, University of Michigan
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Dirichlet process mixtures are inconsistent for the number of components in a finite mixture Jeffrey Miller, Brown University
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Discovery and prediction from clinical physiologic data Suchi Saria, Stanford University
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Further structure underlying the beta (and Indian buffet) process Daniel Roy, University of Cambridge
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Multiresolution Gaussian Processes Emily Fox, University of Washington
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Nonparametric priors for analyzing censored data and data from repair models Jayaram Sethuraman, Florida State University
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Nonparametric priors for exchangeable graphs and arrays Peter Orbanz, Columbia University
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On a simple class of Bayesian nonparametric autoregression models Fernando Quintana, Pontifical Catholic University of Chile
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On some distributional properties of Gibbs-type priors Igor Pruenster, University of Torino & Collegio Carlo Alberto
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Posterior Consistency in Kullback-Leibler Divergence with Applications to Misspecified Infinite Dimensional Models Andriy Norets, Princeton University
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Slice sampling dependent normalized random measures Sinead Williamson, Carnegie Mellon University
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The tilted Beta process Nils Lid Hjort, University of Oslo
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October 9-13, 2012Uncertainty QuantificationRoger Ghanem, George Karniadakis, Boris Rozovsky, Marta Sanz-Sole

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A support theorem in Holder norm for a stochastic wave equation Marta Sanz-Sole, University of Barcelona
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CDF Solutions of Stochastic Hyperbolic Equations Daniel Tartakovsky, University of California, San Diego
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Forward and Backward Uncertainty Propagation in Non-linear Shock-dominated Problems Didier Lucor, CNRS - Pierre and Marie Curie University
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Inference and Data Assimilation with Optimal Maps Youssef Marzouk, Massachusetts Institute of Technology
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Introduction to UQ, A Tutorial Roger Ghanem, USC
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Layer Methods for Navier-Stokes Equations with Additive Noise M.V. Tretyakov, University of Nottingham
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Numerical approximation of random and stochastic (partial) differential equations Peter Kloeden, Institute of Mathematics, Goethe University
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Parameter Estimation in Second-order Continuous Time Linear Autoregressions Sergey Lototsky, University of Southern California
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Scalable Uncertainty Quantification and Parameter Estimation for High-Dimensional Environmental and Biological Systems Guang Lin, Pacific Northwest National Laboratory
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Statistical Models of Spatial Processes Based on Local-Interaction Energy Functionals Dionissios T. Hristopulos, Technical University of Crete
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Stein's Method with Malliavin Calculus Ivan Nourdin, Vandoeuvre-les-Nancy
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Stochastic Collocation Methods for Stochastic Partial Differential Equations Driven by White Noise Zhongqiang Zhang, Brown University
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Stochastic Models in Fiber Optics Anne de Bouard, Ecole Polytechnique
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The expected signature of a diffusion process and its PDE Hao Ni, University of Oxford
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Wiener Chaos Expansion for Random Perturbations in SPDEs Chia Ying Lee, University of North Carolina at Chapel Hill
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Oct 29 - Nov 2, 2012Monte Carlo Methods in the Physical and Biological SciencesBruce Berne, Maria Cameron, Jimmie Doll, Paul Dupuis, Eric Vanden-Eijnden

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Antithetic Thermostat for Fast Computing Machines Cristian Predescu, D. E. Shaw Research
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Challenges in Path Integral Monte Carlo David Ceperley, University of Illinois Urbana-Champaign
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Concentration inequalities for Feynman-Kac particle models and their applications Pierre Del Moral, INRIA
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Ferromagnets and the mean-field classical Heisenberg model Kay Kirkpatrick, University of Illinois at Urbana-Champaign
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Overcoming the rare-event sampling problem in biological systems with infinite swapping Nuria Plattner, Universitat Basel
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Sign and Phase Problems in Markov Chain Monte Carlo- Sampling the Unsampleable James E. Gubernatis, Los Alamos National Laboratory
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November 28-30, 2012Performance Analysis of Monte Carlo MethodsJose Blanchet, Gersende Fort, Henrik Hult, Jingchen Liu

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ABC and empirical likelihood Christian Robert, Universite de Paris-Dauphine
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Adaptive and Interacting MCMC algorithms Eric Moulines, Centre National de la Recherche Scientifique (CNRS)
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Comparison Inequalities and Fastest-Mixing Markov Chains Jim Fill, Johns Hopkins University
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Continuous Sequential Importance Sampling for Irreducible Diffusions Krzysztof Latuszynski, University of Warwick
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Feedback Particle Filter Sean Meyn, University of Illinois at Urbana-Champaign
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Importance sampling in the neighborhood of a stable equilibrium point Paul Dupuis, Brown University
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On the empirical efficiency of local MCMC algorithms with auxiliary variables Mylene Bedard, University of Montreal
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DatesTitleOrganizers
February 11 - 15, 2013Sage Days: Multiple Dirichlet Series, Combinatorics, and Representation TheoryFranco Saliola, Anne Schilling, Nicolas Thiery

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Crystals III Arun Ram, University of Melbourne
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Multiple Dirichlet series III Gautam Chinta, City College, CUNY
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Bruhat atlases, on wonderful compactifications of groups and elsewhere Allen Knutson, Cornell University
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Exploring Rim Hook Rules and Quantum Schubert Calculus Elizabeth Beazley, Haverford College
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Graded Specht modules in sage Andrew Mathas, University of Sydney
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Lie group methods and related combinatorics in Sage. Daniel Bump, Stanford University
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March 4-8, 2013Whittaker Functions, Schubert calculus and CrystalsSara Billey, Daniel Bump, Cristian Lenart

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Combinatorial Representation Theory: Alcove-path models and Macdonald polynomials Part 1 Cristian Lenart, University at Albany (SUNY)
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Combinatorial Representation Theory: Alcove-path models and Macdonald polynomials Part 2 Cristian Lenart, University at Albany (SUNY)
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Combinatorial Representation Theory: Alcove-path models and Macdonald polynomials Arun Ram, University of Melbourne
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Eisenstein series, Whitakker functions and Demazure operators Jeffrey Hoffstein, Brown University
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Schubert varieties and Schubert calculus Arun Ram, University of Melbourne
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Schubert varieties and Schubert calculus Sara Billey, University of Washington
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Affine Mirkovic-Vilonen polytopes Peter Tingley, Massachusetts Institute of Technology
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Degenerate Whittaker functionals for real reductive groups Siddhartha Sahi, Rutgers University
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Elliptic and cobordism Schubert calculus Arun Ram, University of Melbourne
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Equivariant jeu de taquin and eigenvalues of Hermitian matrices Alexander Yong, University of Illinois at Urbana-Champaign
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Grothendieck polynomials, and factoring permutations using one Demazure factor too many. Victor Reiner, University of Minnesota
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Nonsymmetric Macdonald polynomials, Kirillov-Reshetikhin crystals, and Demazure characters Anne Schilling, University of California, Davis
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Representations of the affine BMW algebra Monica Vazirani, University of California, Davis
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Rotation of invariant tensors and geometric representation theory Joel Kamnitzer, University of Toronto
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Schubert calculus and Toda lattices Thomas Lam, University of Michigan
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Some properties of the cominuscule quantum K-theory. Nicolas Perrin, Heinrich-Heine-Universitat Dusseldorf
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Symmetric chain decomposition for cyclic quotients of Boolean algebras and relation to cyclic crystals Patricia Hersh, North Carolina State University
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The zigzag algebra in higher representation theory. Anthony Licata, Australian National University
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Vexillary signed permutations and essential sets for classical-type Schubert varieties David Anderson, Institute of Pure and Applied Mathematics -IMPA
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q-Rook placements and Jordan forms Martha Yip, University of Pennsylvania
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q-deformed Whittaker functions and the local Langlands correspondence Sergey Oblezin, Institute of Theoretical and Experimental Physics
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April 15 - 19, 2013Combinatorics, Multiple Dirichlet Series and Analytic Number TheoryGautam Chinta, Adrian Diaconu, Dorian Goldfeld, Ozlem Imamoglu

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A converse theorem for Dirichlet series in two variables and Shintani zeta functions Nikolaos Diamantis, University of Nottingham
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Atkin and Swinnerton-Dyer congruences for noncongruence modular forms Winnie Li, Pennsylvania State University
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Bounds for integrals of Jacquet-Whittaker functions Xiaoqing Li, University at Buffalo (SUNY)
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Eisenstein Series on Covers of Odd Orthogonal Groups Lei Zhang, Boston College
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Entire continuation of cuspidal loop Eisenstein series. Stephen Miller, Rutgers University
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Harmonic families of automorphic representations Nicolas Templier, Princeton University
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Hyperbolic Kac-Moody algebras and automorphic forms Kyu-Hwan Lee, University of Connecticut
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On Higher Moments for Quadratic Dirichlet L-Functions Vicentiu Pasol, Institute of Mathematics
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On effective determination of Maass forms from central values of Rankin-Selberg L functions. Jyoti Sengupta, Tata Institute of Fundamental Research
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On the Fourier coefficients of elliptic modular forms of half-integral weight YoungJu Choie, Pohang University of Science and Technology (POSTECH)
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Orbital L-functions for the space of binary cubic forms and their applications Takashi Taniguchi, Kobe University
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Period integrals of automorphic forms Omer Offen, Technion-Israel Institute of Technology
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Random Matrix theory and the zeros of the Riemann zeta-function Brian Conrey, American Institute of Mathematics
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Self-adjoint operators on spaces of automorphic forms Paul Garrett, University of Minnesota
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The Iwahori-Hecke Algebra, the Ramanujan Conjecture, and Expander Graphs Cristina Ballantine, College of the Holy Cross
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The zeta-function of the root system of type G 2 Kohji Matsumoto, Nagoya University
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Understanding the Chinta-Gunnells action Peter McNamara, Stanford University
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Wellhausen's conjecture - what is it trying to tell us Samuel James Patterson, Georg-August-Universitat zu Gottingen
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Zero density for automorphic L-functions Yangbo Ye, University of Iowa
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September 16-20, 2013Exotic Geometric StructuresRichard Schwartz, Genevieve Walsh, Caroline Series, John Parker, Bill Goldman

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Workshop Tutorial for Exotic Geometric Structures John Parker, University of Durham
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Workshop Tutorial for Exotic Geometric Structures Rich Schwartz, Brown University
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DatesTitleOrganizers
September 16-20, 2013Exotic Geometric Structures Richard Schwartz, Bill Goldman, John Parker, Caroline Series, Genevieve Walsh

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Computing the image of Thurston's skinning map David Dumas, University of Illinois at Chicago
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Convex representations and their geodeisc flow Francois Labourie, Universite de Paris XI (Paris-Sud)
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Cubic differentials and hyperbolic convex sets Yves Benoist, Universite de Paris XI (Paris-Sud)
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Dynamics of mapping class group actions on character variety Frederic Palesi, Aix-Marseille University
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Facets and Hausdorff dimension in the cone of Margulis spacetimes Yair Minsky, Yale University
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Finding thin subgroups in lattices Darren Long, University of California, Santa Barbara
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Fuchsian actions on complex projective spaces Jose Seade, National Autonomous University of Mexico (UNAM)
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Fundamental polyhedra in the Einstein Universe Virginie Charette, University of Sherbrooke
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Geometric structures on the figure eight knot complement Martin Deraux, Universite de Grenoble I (Joseph Fourier)
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Geometrical finiteness in Hilbert geometry Ludovic Marquis, Universite de Rennes I
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Margulis spacetimes, the arc complex, and the Crooked Plane Conjecture II Fanny Kassel, Universite de Lille I
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Margulis spacetimes, the arc complex, and the Crooked Plane Conjecture I Jeff Danciger, University of Texas at Austin
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Minimality properties of hyperbolic Coxeter orbifolds Ruth Kellerhals, Universite de Fribourg
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New non-arithmetic lattices in SU(2,1) Julien Paupert, Arizona State University
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Parabolic Positivity Olivier Guichard, Universite de Strasbourg I (Louis Pasteur)
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Polynomial Pick forms for affine spheres and real projective polygons Michael Wolf, Rice University
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Polynomial automorphisms of $C^n$ preserving the Markoff-Hurwitz equations- dynamics and identities. Ser Peow Tan, National University of Singapore
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Projective structures on manifolds Daryl Cooper, University of California, Santa Barbara
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Space-times with particles in expansion Thierry Barbot, Universite d'Avignon
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The Gauss-Bonnet theorem for cone manifolds and volumes of moduli spaces Curtis McMullen, Harvard University
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The modular action on PSL(2,R)-characters in genus 2 Maxime Wolff, Universite de Paris VI (Pierre et Marie Curie)
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The pressure metric for convex representations Martin Bridgeman, Boston College
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Transitional Geometry Steve Kerckhoff, Stanford University
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Two generator subgroups of PU(2,1) with parabolic elements Pierre Will, Universite de Grenoble I (Joseph Fourier)
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October 21-25, 2013Topology, Geometry and Group Theory, Informed by Experiment Danny Calegari, Marc Culler, David Gabai, Joel Hass, Robert Lipshitz, Karen Vogtmann, Genevieve Walsh

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A Khovanov stable homotopy type and new s-invariants Sucharit Sarkar, Princeton University
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A Parameter Space for Potential Small Cusped Hyperbolic 3-Manifolds Robert Meyerhoff, Boston College
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A new combinatorial class of triangulations Stephan Tillmann, University of Sydney
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An infinite rank summand of topologically slice knots Jennifer Hom, Columbia University
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Arithmetic and congruence links Alan Reid, University of Texas at Austin
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Compressed words in Gromov hyperbolic groups Saul Schleimer, University of Warwick
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Computational surprises: mathematical programming and normal surface theory Ben Burton, University of Queensland
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Computations in Heegaard Floer homology Dylan Thurston, Indiana University
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Contracting Boundaries Ruth Charney, Brandeis University
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Culler-Vogtmann's Outer space and the geometry of Out(F n) Mark Feighn, Rutgers University
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Finding killer words Nathaniel Thurston, Google Inc.
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Floer homology and Fractional Dehn twists Matthew Hedden, Michigan State University
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How (not) to compute a character variety (and get some insight anyway) Luisa Paoluzzi, Aix-Marseille University
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Hyperbolic geometry of compression bodies Jessica Purcell, Brigham Young University
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Integer homology 3-spheres with large injectivity radius Nathan Dunfield, University of Illinois at Urbana-Champaign
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Surface maps into orbifolds Alden Walker, University of Chicago
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The Big Dehn surgery graph and the link of S^3 Genevieve Walsh, Tufts University
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The Malnormal Special Quotient Theorem Daniel Groves, University of Illinois
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The ptolemy module - a SnapPy tool to study PGL(N,C)-representations of 3-manifolds Matthias Goerner, University of Maryland
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Whitehead's algorithm, Heegaard splittings, and virtual geometricity Jason Manning, University at Buffalo (SUNY)
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DatesTitleOrganizers
November 18-22, 2013Geometric Structures in Low-Dimensional Dynamics Antonz Zorich ,Moon Duchin, Pascal Hubert, Richard Schwartz, Howie Masur

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Average cusp excursions and random walks on the mapping class group Giulio Tiozzo, Harvard University
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Cutting and resewing pillow cases Patrick Hooper, City College, CUNY
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Cutting sequences on Bouw-Moller surfaces Diana Davis, Northwestern University
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Diagonal changes on translation surfaces Corinna Ulcigrai, University of Bristol
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From tiling and packing to uniformization via combinatorial harmonic maps Sa'ar Hersonsky, University of Georgia
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GL(2,R) orbit closures of translation surfaces Alexander Wright, University of Chicago
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Hodge theory and rigidity for Teichmuller dynamics Simion Filip, University of Chicago
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Horocycle invariant measures in the moduli space of translation surfaces Barak Weiss, Tel Aviv University
Video
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Hurwitz translation surfaces Gabriela Weitze-Schmithuessen, Karlsruhe Institute of Technology
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Isoperiodic forms in genus 2 - fake pentagons and snow falling on cedars Curtis McMullen, Harvard University
Video
On the ergodicity of billiards in non-rational polygons Giovanni Forni, University of Maryland
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Polytope Exchanges as compactifications Richard Schwartz, Brown University
Video
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Renormalization of a one-parameter family of piece-wise isometries John Lowenstein, New York University
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Teichmüller curves and theta functions Martin Möller, Johann Wolfgang Goethe-Universität Frankfurt
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The SL(2,R) action on moduli space Alex Eskin, University of Chicago
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Weak-mixing for billiards in regular polygons Vincent Delecroix, Universite de Paris VII (Denis Diderot)
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DatesTitleOrganizers
February 10-14, 2014Semidefinite Programming and Graph AlgorithmsMonique Laurent, David Phillips, David Steurer, Kilian Weinberger

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A Combinatorial, Primal-Dual approach to Semidefinite Programs Satyen Kale, IBM
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A Non-Convex Optimization Approach to Network Localization- Polynomial-Time Computability and Rigidity-Theoretic Implications Anthony Man-Cho So, Chinese University of Hong Kong
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Convergence of SDP hierarchies using kernel based methods Stephanie Wehner, National University of Singapore
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Expander flows, Geometric embeddings and Graph Partitioning Claire Mathieu, Ecole Normale Superieure
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Faster SDP hierarchy solvers for local rounding algorithms Ali Kemal Sinop, IAS
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Going off the grid Benjamin Recht, University of California, Berkeley
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Graph parameters from entangled games and quantum zero-error communication Jop Briet, New York University
Video
Hardness of robust graph isomorphism, Lasserre gaps, and asymmetry of random graphs Yuan Zhou, Carnegie Mellon University
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Learning how to rank via forbidden patterns - semirankings and the Erdos-Hajnal Conjecture Krzysztof Choromanski, Google Inc.
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Near optimal deterministic volume estimation via M-ellipsoids Daniel Dadush, New York University
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On the existence of 0:1 polytopes with high semidefinite extension complexity Sebastian Pokutta, Georgia Institute of Technology
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Rounding Sum of Squares Relaxations Boaz Barak, Microsoft Research
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Semidefinite programming and discrepancy- Recent developments Nikhil Bansal, Technische Universiteit Eindhoven
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Semidefinite programming bounds for codes and anticodes in Cayley graphs Frank Vallentin, Universitat zu Koln
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The Moment-LP and Moment-SOS approaches in polynomial optimization Jean Lasserre, Centre National de la Recherche Scientifique (CNRS)
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Three-dimensional Structure Determination of Molecules without Crystallization- from Electron Microscopy to Semidefinite Programming Amit Singer, Princeton University
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DatesTitleOrganizers
March 17-21, 2014Stochastic Graph ModelsEli Upfal, Susanne Albers, Ravi Kumar, Michael Mitzenmacher

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Algorithms on Evolving Data Sets Mohammad Mahdian, Google INC
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An Efficient reconciliation algorithm for social networks Silvio Lattanzi, Google Inc.
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Distributed Algorithmic Foundations of Dynamic Networks Gopal Pandurangan, Brown University and NTU, Singapore
Video
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Elite, Periphery and Symmetry in Social Networks- An Axiomatic Approach Chen Avin, Ben-Gurion University
Video
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Force-Directed Graph Drawing Using Social Gravity and Scaling Michael Goodrich, University of California, Irvine
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Improved bounds and algorithms for graph cuts and network reliability Aravind Srinivasan, University of Maryland
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New Online Algorithms for Story Scheduling in Web Advertising Susanne Albers, TU Munich
Video
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On the Glass Ceiling Effect in Social Networks Zvi Lotker, Ben-Gurion University of the Negev and Claire Mathieu, Brown University
Video
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Peeling Algorithms Michael Mitzenmacher, Harvard University
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Randomly coloring random graphs Alan Frieze, Carnegie Mellon University
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Reconstructing Latent Similarities in a Multiplex Social Network Alex Slivkins, Microsoft Research
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Similarity Ranking in Large-Scale Bipartite Graphs Alessandro Epasto, Universita di Roma La Sapienza
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DatesTitleOrganizers
April 7-11, 2014Electrical Flows, Graph Laplacians, and Algorithms: Spectral Graph Theory and Beyond Jonathan Kelner, Yiannis Koutis, Gary Miller

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A Simple, Electrical, Gradient Descent Algorithm for Approximate Max Flow Nikhil Srivastava, Microsoft Research India
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A simple parallel algorithm for spectral graph sparsification Yiannis Koutis, University of Puerto Rico
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Anti-differentiating approximation alogrithms for min-cuts and new relationships between Page Rank, spectral, and localized flow David Gleich, Purdue University
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Approximate Spectral Clustering via Randomized Sketching Christos Boutsidis, Yahoo! Labs, New York
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Computations on Graph Laplacians Erik Boman, Sandia National Laboratories
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Efficient Solvers for Linear Systems in Graph Laplacians Richard Peng, Massachusetts Institute of Technology
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Graph Sparsification Debmalya Panigrahi, Duke University
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Guaranteed Tensor Decomposition through Alternating Rank-1 Updates Anima Anandkumar, University of California, Irvine
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Heat Kernel Pagerank as a Linear Solver and Applications to Consensus Problems Olivia Simpson, University of California, San Diego
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Improved Cheeger's Inequality Shayan Oveis-Gharan, Stanford University
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Random Walks as a Stable Analogue of Eigenvectors with Applications to Nearly-Linear-Time Graph Partitioning Lorenzo Orecchia, Massachusetts Institute of Technology
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DatesTitleOrganizers
May 5 - 9, 2014Eigenvectors in graph theory and related problems in numerical linear algebra Anna Gilbert, Peter Jones, Gunnar Martinsson, Van Vu

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Description Speaker
Video
Abstract
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A randomized approximate nearest neighbors algorithm Andrei Osipov, Yale University
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A simple spectral algorithm for a general clustering problem Van Vu, Yale University
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A threshold for reconstruction in stochastic block models Joe Neeman, University of Texas at Austin
Video
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Covariance Matrix Estimation for the Cryo-EM Heterogeneity Problem Amit Singer, Princeton University
Video
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Diffuse Scattering on Graphs and Combinatorial Inverse Problems Anna Gilbert, University of Michigan
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Dimension reduction in the l1 norm- When and how is it possible Rachel Ward, University of Texas at Austin
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Eigenvector localization, implicit regularization, and algorithmic anti-differentiation for large-scale graphs and networked data Michael W. Mahoney, University of California, Berkeley
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Eigenvectors, Heat Kernels, and Low Dimensional Representation of Data Sets Peter Jones, Yale University
Video
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Is Belief Propagation a Spectral algorithm Elchanan Mossel, University of California, Berkeley
Video
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Network Clustering, the Block Stochastic Model, and a Regular Graph Ioana Dumitriu, University of Washington
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New Algorithms for Learning Incoherent and Overcomplete Dictionaries Rong Ge, Microsoft Research
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Permanent estimators via random matrices Mark Rudelson, Univeristy of Michigan
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Random weighted projections, random quadratic forms and random eigenvectors Ke Wang, University of Minnesota
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Randomized Algorithms in DNA Sequencing Roy Lederman, Yale University
Video
Robust and Fast Subspace Recovery Gilad Lerman, University of Minnesota
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Spectral algorithms for graph mining and analysis Yiannis Koutis, University of Puerto Rico
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Tracking Influences within Dynamic Networks Rebecca Willett, University of Wisconsin
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DatesTitleOrganizers
September 8-December 5, 2014High-dimensional Approximation Dmitriy Bilyk, William Chen, Frances Kuo, Michael Lacey, Volodya Temlyakov, Rachel Ward, Henryk Wozniakowski

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Description Speaker
Video
Abstract
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A quick introduction to geometric discrepancy theory William Chen, Macquarie University Sydney
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A short introduction to compressive sensing Simon Foucart, University of Georgia
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Relationship of discrepancy theory with harmonic analysis, approximation theory, and probability Dmitriy Bilyk, University of Minnesota
Video
DatesTitleOrganizers
September 15-19, 2014Information-Based Complexity and Stochastic Computation Frances Y. Kuo, Erich Novak, Klaus Ritter, Grzegorz W. Wasilkowski, Henryk Wozniakowski

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Description Speaker
Video
Abstract
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A dynamic near-optimal algorithm for online linear programming Yinyu Ye, Stanford University
Video
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A reduced fast component-by-component construction of (polynomial) lattice points Peter Kritzer, Johannes Kepler Universität Linz
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A refined classification of problems with (sub)exponential information-based complexity Pawel Siedlecki, University of Warsaw
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Adaptive algorithms for stochastic computation Fred Hickernell, Illinois Institute of Technology
Video
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An upper bound on complexity of optimization for Gaussian random fields James Calvin, New Jersey Institute of Technology
Video
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Approximation in cosine space using tent-transformed lattice rules Dirk Nuyens, Katholieke Universiteit Leuven
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Approximation of additive random fields Marguerite Zani, Université d'Orléans
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Constructing quasi-Monte Carlo methods for high dimensional integrals over the Euclidean space and applications Frances Kuo, University of New South Wales
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Constructive tractability for the Helmholtz equation Art Werschulz, Fordham University
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Error analysis for multivariate and infinite-dimensional integration with respect to different underlying norms Michael Gnewuch, Christian-Albrechts Universität Kiel
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High-dimensional and infinite-dimensional hyperbolic crosses and their applications in approximation and uncertainty quantification Dinh Dung, Vietnam National University
Video
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Infinite-dimensional integration by the multivariate decomposition method (MDM) Ian Sloan, University of New South Wales
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Multilevel Monte Carlo methods for discontinuous payoffs in the Heston model Andreas Neuenkirch, Universität Mannheim
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On a mild Ito formula for stochastic partial differential equations (SPDEs) and on weak convergence rates for SPDEs with nonlinear diffusion coefficients Arnulf Jentzen, Eidgenössische TH Hönggerberg
Video
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Optimal algorithms for doubly weighted approximation of smooth functions Leszek Plaskota, University of Warsaw
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Optimal approximation of Sobolev functions in the L2 and in the supremum norm Winfried Sickel, Friedrich-Schiller-Universität
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Optimal quasi-Monte Carlo rules on higher order digital nets for numerical integration of multivariate periodic functions Aicke Hinrichs, Universität Rostock
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Preasymptotic estimates for approximation of multivariate Sobolev functions Thomas Kühn, Universität Leipzig
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Randomized algorithms on the approximation of rank one tensors Daniel Rudolf, Friedrich-Schiller-Universität
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Regularity of SDEs with non-globally Lipschitz continuous coefficients Sonja Cox, Eidgenössische TH Hönggerberg
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Tractability of multivariate integration in Hermite spaces Friedrich Pillichshammer, Johannes Kepler Universität Linz
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Tractability using periodized generalized Faure sequences Christiane Lemieux, University of Waterloo
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Two topics in parametric integration applied to stochastic simulation in industrial engineering Jeremy Staum, Northwestern University
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DatesTitleOrganizers
September 29 - October 3, 2014Approximation, Integration, and Optimization Albert Cohen, Ronald Devore, Robert Nowak, Vladimir Temlyakov, Rachel Ward

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Description Speaker
Video
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A Quasi-Monte Carlo overview Ian H. Sloan, The University of New South Wales
Video
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Adaptive Low-Rank Methods for High-Dimensional Second-Order Elliptic Problems Markus Bachmayr, RWTH Aachen
Video
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Adaptive low-rank approximations- a subspace point of view Anthony Nouy, Ecole Centrale Nantes
Video
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Convex relaxations for recovering simultaneously structured objects Maryam Fazel, University of Washington
Video
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Distributed Optimization in Directed Graphs- Push-Sum Based Algorithms Angelia Nedich, University of Illinois at Urbana-Champaign
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EIM, GEIM & Rectification Yvon Maday, Brown University
Video
Estimating the n-width of solution manifolds of parametric PDE’s Albert Cohen, Université de Paris VI (Pierre et Marie Curie)
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Exponential Convergence and New Notions of Tractability for Analytic Multivariate Problems Henryk Wozniakowski, Columbia University and University of Warsaw
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Exponential decay of reconstruction error from binary measurements of sparse signals Simon Foucart, University of Georgia
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Exponential sums and tensor approximation Wolfgang Dahmen, RWTH Aachen
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High-Dimensionality Challenges in Uncertainty Quantification Habib Najm, Sandia National Laboratories
Video
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Maximum Likelihood Matrix Completion Under Sparse Factor Models- Error Guarantees and Efficient Algorithms Jarvis Haupt, University of Minnesota
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Measure estimation from moments- from line spectra to tensors Gongguo Tang, University of Wisconsin
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Nonlinear tensor product approximation V.N. Temlyakov, University of South Carolina
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Smoothing maximum functions Michael Todd, Cornell University
Video
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Sparse Estimation with Strongly Correlated Variables Robert D. Nowak, University of Wisconsin
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Streaming signal reconstruction from generalized measurements Justin Romberg, Georgia Institute of Technology
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DatesTitleOrganizers
October 27-31, 2014Discrepancy Theory Michael Lacey, William Chen, Dmitriy Bilyk, Aicke Hinrichs, Mikhail Lifshits, Freidrich Pillichshammer

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Description Speaker
Video
Abstract
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An Application of the Erdos-Turan-Koksma Inequality in Almost-Periodic Homogenization Zhongwei Shen, University of Kentucky
Video
Asymptotic Results on the Discrete Riesz Minimal Energy and Polarization when the Power of the Potential Equals the Dimension of the Set Sergiy Borodachov, Towson University
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BMO and exponential Orlicz space estimates of the discrepancy function in arbitrary dimension Lev Makhasin, Universität Stuttgart
Video
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Bracketing entropy of high dimensional distributions Frank Gao, University of Idaho
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Circumventing Schmidt's bound on discrepancy using tapered estimators James Propp, University of Massachusetts at Lowell
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Continuity of halo functions associated to homothecy invariant density bases Oleksandra Beznosova, University of Alabama
Video
Convolution operators, measures of polynomial growth, and finite point configurations Krystal Taylor, IMA, University of Minnesota
Video
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Directional Discrepancy Craig Spencer, Kansas State University
Video
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Distribution of simplexes in thin subsets of Euclidean space and Riemannian manifolds Alex Iosevich, University of Rochester
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Diversions from the Koksma-Hlawka inequality Giancarlo Travaglini, Università di Milano - Bicocca
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Explicit constructions of point sets and sequences with low discrepancy Josef Dick, University of New South Wales
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Factorization Norms and Tusnady's Problem Aleksandar Nikolov, Microsoft Research
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Limit theorems for discrepancies Robert Tichy, Technische Universität Graz
Video
Optimal point sets for quasi-Monte Carlo integration of bivariate periodic functions Aicke Hinrichs, Johannes Kepler Universität Linz
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Quasi-random numbers for copula models Christiane Lemieux, University of Waterloo
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Sets of bounded discrepancy for multi-dimensional irrational rotation Sigrid Grepstad, Norwegian University of Science and Technology
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DatesTitleOrganizers
August 1-5, 2011Mathematical Aspects of P versus NP and its VariantsSaugata Basu, JM Landsberg, J Maurice Rojas

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Description Speaker
Video
Abstract
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An Introduction to Geometric Complexity Theory Josh Grochow, University of Chicago
Video
Analogues of Toda's Theorem Thierry Zell, Lenoir-Rhyne University
Video
BSS Analogues of Valiant's Problem Saugata Basu, Purdue University
Video
Combinatorial approaches for the subgroup restriction problem Milind Sohoni, IIT
Video
Complexity Problems for Diophantine Equations Jeffrey Lagarias, University of Michigan
Video
Decision versus evaluation in algebraic complexity theory Pascal Koiran, Ecole Normale Superieure de Lyon
Video
Dichotomy Theorems for Counting Problems Jin Yi Cai, University of Wisconsin
Video
Elementary Linear Algebra and Geometric Complexity Theory Joseph Landsberg, Texas A&M
Video
Elliptic curves and Hilbert's Tenth Problem Kirsten Eisentrager, Penn State
Video
Geometry of Orbits of Permanents and Determinants Shrawan Kumar, UNC
Video
Kronecker coefficients and the determinant (Expository Talk) Jerzy Weyman, Northeastern
Video
P versus NP in the BSS-model Michael Shub, CONICET, IMAS, Universidad de Buenos Aires and CUNY Graduate School
Video
Pfaffian Circuits Jason Morton, Penn State
Video
Problem in geometric invariant theory arising from Geometric Compexity Theory Jerzy Weyman, Northeastern
Video
Shallow circuits with high-powered inputs Pascal Koiran, Ecole Normale Superieure de Lyon
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Transfer Results and Number Theoretic Conjectures Peter Scheiblechner, Purdue University
Video
DatesTitleOrganizers
August 15-19, 2011Cluster Algebras and Statistical PhysicsLauren Williams, David Wilson

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Description Speaker
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A combinatorial description of the totally nonnegative Grassmannian Kelli Talaska, U.C. Berkeley
Video
Belavin-Drinfeld classification and cluster structures on simple Lie groups Michael Gekhtman, Notre Dame
Video
KP solitons and cluster algebras Yuji Kodama, Ohio State
Video
Non-Commutative Integrability, Paths and Quasi-determinants: Towards Non-Commutative Cluster Algebras Philippe di Francesco, Saclay
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On tropical dualities in cluster algebras Andrei Zelevinsky, Northeastern
Video
Singularities of the pentagram map Max Glick, University of Michigan
Video
T-systems, Y-systems, and cluster algebras Tomoki Nakanishi, Nagoya University
Video
n-to-1 Graphs, Discrete Unsolvability of the Inverse Problem James Morrow, University of Washington
Video
DatesTitleOrganizers
September 19-23, 2011Vlasov Models in Kinetic TheoryPierre Degond, Francis Filbet, Robert Glassey, Jingmei Qiu, Gerhard Rein

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Description Speaker
Video
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A self-similar solution of the Einstein-Vlasov system Alan Rendall, Max Planck Institute fur Gravitationsphysik, Albert-Einstein-Institut
Video
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Advanced particle methods for collisionless plasma simulations Andrew Christlieb, Michigan State University
Video
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Computing Multivalued Solutions of Pressureless Gas Dynamics by Deterministic Particle Methods Alina Chertok, North Carolina State University
Video
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Dynamics of spatially homogeneous solutions to the Einstein-Vlasov system Simone Calogero, University of Granada
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Global Existence for the Vlasov-Poisson System with Steady Spatial Asymptotic Behavior Jack Schaeffer, Carnegie Mellon
Video
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Numerical and analytical issues for Vlasov-Boltzmann-Maxwell systems Irene Gamba, University of Texas
Video
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On the Hamiltonian-Jacobi variational formulation of the Vlasov equation Phil Morrison, University of Texas
Video
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Orbital Stability of Spherical Galactic Models Mohammed Lemou, Centre National de la Recherche Scientifique (CNRS)
Video
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Simulations of Vlasov-Poisson equations for infinite homogeneous stellar systems Yingda Cheng, University of Texas
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Some polymeric fluid flow models: steady states & large-time convergence Anton Arnold, Technische Universitat Wien
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The mean-field limit for a regularized relativistic Vlasov-Maxwell dynamics Francois Golse, Ecole Polytechnique
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DatesTitleOrganizers
October 17-21, 2011Novel Applications of Kinetic Theory and ComputationsIrene Gamba, Axel Klar, Benoit Perthame, Christian Ringhofer, Chi-Wang Shu

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Description Speaker
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Abstract
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A discontinuous Galerkin scheme for front propagation with obstacles Chi-Wang Shu, Brown University
Video
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A scalar conservation law with discontinuous flux for supply chains with finite buffers Dieter Armbruster, Arizona State University
Video
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An application of the discontinuous Galerkin method for solving kinetic equations Armando Majorana, University of Catania
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Analysis of PDE models for neuronal networks Benoit Perthame, University Pierre et Marie Curie, Paris
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Binary interaction algorithms for the simulation of flocking and swarming dynamics Lorenzo Pareschi, University of Ferrara
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Continuum descriptions for dynamics of self-propelled particles Vladislav Panferov, California State University at Northridge
Video
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High-order, Entropy-based Models for Linear Transport in Slab Geometries Cory Hauck, Oak Ridge National Laboratory
Video
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Inverse transport and diffusion problems in photoacoustic imaging and device modeling Kui Ren, University of Texas at Austin
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Kinetic and mean-field game models of information propagation Ravi Srinivasan, The University of Texas at Austin
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Recent progress on the modeling of flocking and synchronization phenomena Seung-Yeal Ha, Seoul National University
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Some considerations on radiometric effects Kazuo Aoki, Kyoto University
Video
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Some new remarks on a kinetic equation for Compton scattering Miguel Escobedo, Universidad del Pais Vasco
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Uniqueness of the compactly supported weak solution to the relativistic Vlasov-Darwin system Martial Agueh, The University of Victoria, Canada
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DatesTitleOrganizers
November 7-11, 2011Boltzmann Models in Kinetic TheoryIrene Gamba, Axel Klar, Benoit Perthame, Christian Ringhofer, Chi-Wang Shu

Video Links
Description Speaker
Video
Abstract
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A Collision-Based Hybrid Method for Linear Transport Cory Hauck, Oak Ridge National Laboratory
Video
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Bose condensates in interaction with excitations – a kinetic model Anne Nouri, Aix-Marseille University
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Competing interactions in kinetic models for fluids Rossana Marra, Seconda Università di Roma Tor Vergata
Video
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Estimates and approximations to the non-linear Boltzmann equation Irene Gamba, University of Texas
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Euler limit for Boltzmann equation with Maxwell boundary condition Claude Bardos, Université de Paris
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Exact summation of the Chapman-Enskog expansion a primer Marshall Slemrod, University of Wisconsin-Madison
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Fluid Approximations from Boltzmann Equations for Domains with Boundary C. David Levermore, University of Maryland
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Fourier Law and Non-Isothermal Boundary in the Boltzmann Theory Chanwoo Kim, University of Cambridge
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From the Vlasov-Maxwell-Boltzmann system to incompressible viscous electro-magneto-hydrodynamics, part II Diogo Arsenio, École Normale Supérieure
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From the Vlasov-Maxwell-Boltzmann system to incompressible viscous electro-magneto-hydrodynamics, part I Laure Saint-Raymond, École Normale Supérieure
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Ghost effect by curvature Raffaele Esposito, Universita di L'Aquila
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Hypocoercivity for some linear kinetic equations with a boundary Frederic Herau, Université de Nantes
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Large time behavior of coagulation-fragmentation equations with degenerate diffusion Laurent Desvillettes, Ecole Normale Superieure de Cachan
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Unique moment set from the order of magnitude method Henning Struchtrup, University of Victoria
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DatesTitleOrganizers
January 9-13, 2012Synchronization-reducing and Communication-reducing Algorithms and Programming Models for Large-scale SimulationsDavid Keyes, Matthew Knepley, Katherine Yelick

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Description Speaker
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Algorithm Design using Spectral Graph Theory Gary L Miller, Carnegie Mellon
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Algorithmic Challenges of Exascale Computing Katherine Yelick, University of California, Berkeley
Video
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An Integrative Model for Parallelism Victor Eijkhout, The University of Texas at Austin
Video
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Automatic Selection of Compiler Optimizations Using Graph-Based Program Characterization John Cavazos, University of Delaware
Video
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Computational Challenges of Coupled Cluster Theory Jeff Hammond, Argonne National Laboratory
Video
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Finding the Happy Medium-Tradeoffs in communication, algorithms, architectures and programming models William Gropp, University of Illinois
Video
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Hierarchical N-body algorithms- A pattern likely to lead at extreme scales Lorena Barba, Boston University
Video
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Lower bounds for communication in linear algebra Grey Ballard, University of California, Berkeley
Video
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Making Dataflow Programming Ubiquitous for Scientific Computing Hatem Ltaief, King Abdullah University of Science & Technology
Video
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Making Good Enough...Better-Addressing the Multiple Objectives of High-Performance Parallel Software with a Mixed Global-Local Worldview John A Gunnels, IBM
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Multigrid at Extreme scales-Communication Reducing Data Models and Asynchronous Algorithms Mark Adams, Columbia University
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Principles of algorithm-architecture co-design Rich Vuduc, Georgia Institute of Technology
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Scalable preconditioners for time-harmonic wave equations Jack Poulson, University of Texas at Austin
Video
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Synchronization and Manycore Machines John Owens, University of California, Davis
Video
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Toward less synchronous composable multilevel methods for implicit multiphysics simulation Jed Brown, Argonne National Laboratory
Video
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Towards a Science of Parallel Programming Keshav Pingali, University of Texas at Austin
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DatesTitleOrganizers
February 13-17, 2012Complex and p-adic DynamicsMatthew Baker, Rob Benedetto, Charles Favre, Kevin Pilgrim, Juan Rivera-Letelier (Chair)

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Description Speaker
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Arithmetic differential invariants of dynamical systems Alexandru Buium, University of New Mexico
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Canonical measures on subvarieties of abelian varieties Walter Gubler, Eberhard-Karls-Universitat Tubingen
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Critical Orbits and Attracting Cycles in Non-Archimedean Dynamics Alon Levy, ICERM
Video
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Critical heights of polynomials Patrick Ingram, Colorado State University
Video
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Fixed-point-free elements of iterated monodromy groups Rafe Jones, College of the Holy Cross
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Geometric Limits and Renormalization Jeremy Kahn, Brown University
Video
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On approximating non-Archimedean Julia set Liang-Chung Hsia, National Taiwan Normal University
Video
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On local linearization in non-Archimedean dynamics Karl-Olof Lindahl, Linnaeus University
Video
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On the non-archimedean Calabi-Yau Theorem Xinyi Yuan, Princeton University
Video
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Polynomial Matings Arnaud Cheritat, Universite de Toulouse III (Paul Sabatier)
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Preperiodic points for families of polynomials Dragos Ghioca, University of British Columbia
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Quantitative Equidistribution in Non-Archmedean and Complex Dynamics Yusuke Okuyama, Kyoto Institute of Technology
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Singular metrics and the Calabi-Yau theorem in non-archimedean geometry Mattias Jonsson, University of Michigan
Video
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Special curves and post-critically finite maps in the moduli space Laura DeMarco, University of Illinois
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Strong bifurcation loci of maximal Hausdorff dimension Thomas Gauthier, Univesitre Paul Sabatier
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Transversality Principles in Holomorphic Dynamics Adam Epstein, University of Warwick
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DatesTitleOrganizers
March 19-23, 2012Global Arithmetic DynamicsXander Faber, Michelle Manes, Lucien Szpiro, Thomas Tucker, Michael Zieve (Chair)

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Description Speaker
Video
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A Uniform Boundedness Theorem for Polynomials Michael Zieve, University of Michigan
Video
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A generalization of the Nagell-Lutz theorem Aaron Levin, Michigan State University
Video
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Adelic intersection problems in arithmetic geometry and dynamics Felipe Voloch, University of Texas at Austin
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Algebraic dynamics, difference fields and model theory Zoe Chatzidakis, Centre National de la Recherche Scientifique (CNRS)-Paris 7
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Critically finite endomorphisms of projective space Sarah Koch, Harvard University
Video
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Dynamical exponential and transcendence Shou-Wu Zhang, Princeton University
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Equidistribution and the Dynamical Uniform Boundedness Conjecture Rob Benedetto, Amherst College
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Exceptional linear subvarieties for the d^th power map Bianca Viray, Brown University
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Good reduction and computational applications Benjamin Hutz, CUNY Graduate Center
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Iteration of algebraic points under a rational self-map Ekaterina Amerik, Higher School of Economics (Moscow) and Universite Paris-Sud (Orsay)
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On the (failure of) equidistribution of periodic points Juan Rivera-Letelier, Pontificia Universidad Catolica de Chile
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Simple and Critically Good Reduction for Endomorphisms of P1 Jung Kyu Canci, University of Basel
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Special orbifolds-arithmetic and hyperbolic aspects Frederic Campana, Universite Nancy 1
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The Morton-Silverman conjecture, and extending self-maps to projective space Bjorn Poonen, Massachusetts Institute of Technology
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Using Sage for Mathematical Research William Stein, University of Washington
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DatesTitleOrganizers
April 16-20, 2012Moduli Spaces Associated to Dynamical SystemsLaura DeMarco, Adam Epstein, Sarah Koch, Curtis McMullen, Joseph Silverman

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A proof of Pilgrim's conjecture Nikita Selinger, Jacobs University
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Admissible Covers and Rescaling Limits (after Matthieu Arfeux) Xavier Buff, Universite de Toulouse III (Paul Sabatier)
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Antipode Preserving Cubic Rational Maps Araceli Bonifant, University of Rhode Island
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Arithmetic Properties of Dominant Self-Maps of P^N Joseph H. Silverman, Brown University
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Bers, Brown and Lyapunov Romain Dujardin, Ecole Polytechnique
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Limits of polynomial-like quadratic rational maps Eva Uhre, Stony Brook University
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Mating Discontinuity Adam Epstein, University of Warwick
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On Mordell-Lang in algebraic groups of unipotent rank 1 Paul Vojta, University of California, Berkeley
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Puiseux series dynamics and leading monomials of escape regions Jan Kiwi, Pontificia Universidad Catolica de Chile
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Quadratic Rational Maps- the Totally Marked Moduli Space John Milnor, Stony Brook University
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Ramification avoidance and a dynamical Mordell-Lang conjecture Tom Tucker, University of Rochester
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Rational maps with prescribed critical values Tan Lei, University d'Angers
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The Space of Morphisms on a Projective Variety- Construction and Applications Alon Levy, ICERM
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Variations on a Theme-Fields of Definition, Fields of Moduli, Automorphisms, and Twists Michelle Manes, University of Hawaii
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DatesTitleOrganizers
June 11-15, 2012NSF/CBMS Conference: Finite Element Exterior Calculus (FEEC) Douglas Arnold, Richard Falk, Anil Hirani

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Application of the Finite Element Exterior Calculus to the Equations of Linear Elasticity Richard Falk, Rutgers University
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Discrete Exterior Calculus and its Connection with FEEC Anil Hirani, University of Illinois at Urbana-Champaign
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DatesTitleOrganizers
June 11-15, 2012NSF/CBMS Conference: Finite Element Exterior Calculus (FEEC) Douglas Arnold, Richard Falk, Anil Hirani

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Finite Element Exterior Calculus (Part 1) Douglas Arnold, University of Minnesota
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Finite Element Exterior Calculus (Part 2) Douglas Arnold, University of Minnesota
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Finite Element Exterior Calculus (Part 3) Douglas Arnold, University of Minnesota
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Finite Element Exterior Calculus (Part 4) Douglas Arnold, University of Minnesota
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Finite Element Exterior Calculus (Part 5) Douglas Arnold, University of Minnesota
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Finite Element Exterior Calculus (Part 6) Douglas Arnold, University of Minnesota
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Finite Element Exterior Calculus (Part 7) Douglas Arnold, University of Minnesota
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Finite Element Exterior Calculus (Part 8) Douglas Arnold, University of Minnesota
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Finite Element Exterior Calculus (Part 9) Douglas Arnold, University of Minnesota
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Finite Element Exterior Calculus (Part 10) Douglas Arnold, University of Minnesota
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DatesTitleOrganizers
August 6-10, 2012Bridging Scales in Computational Polymer Chemistry Andrew J. Christlieb, Cecilia Clementi, Keith Promislow, Mark Tuckerman, Zhengfu Xu

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Abstract
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Accelerated sampling of the conformational space in biopolymers- From small proteins to RNAs Giovanni Bussi, SISSA
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Continuum Models of Amphiphilic Networks Keith Promislow, Michigan State University
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Coupling Classical and Quantum Mechanics in Adaptive Resolution Molecular Dynamics Simulations Raffaello Potestio, Max Planck Institute for Polymer Research
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Discovering Complex Ordered Phases of Block Copolymers An-Chang Shi, McMaster University
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Fast Monte Carlo Simulations- Combining and Comparing Particles with Fields Qiang (David) Wang, Colorado State University
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Metastability and coarse graining of stochastic systems Jianfeng Lu, Duke University
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Molecular Simulation Methods to Advance Micellar Drug Delivery Sharon Loverde, University of Pennsylvania
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Polyelectrolyte gels- anisotropy and phase transitions Carme Calderer, University of Minnesota
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Structure-function modeling of proton exchange membranes over several length scales S. J. Paddison, University of Tennessee
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Studying slow collective phenomena by concurrently coupling particle-based and continuum descriptions Marcus Muller, Institut fur Theoretische Physik
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DatesTitleOrganizers
September 17-21, 2012Bayesian NonparametricsKassie Fronczyk, Stuart Geman, Matthew Harrison, Michael Jordan, Peter Mueller, Erik Sudderth

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Bayes factors for high and infinite dimensional models Steve MacEachern, Ohio State University
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Bayesian Nonparametric Approaches for Partially-Observable Reinforcement Learning Finale Doshi-Velez, Massachusetts Institute of Technology
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Bayesian estimation of the discrepancy with misspecified parametric models Pierpaolo De Blasi, Universita di Torino
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Canonically correlated random measures and an application to survival analysis Antonio Lijoi, Universita di Pavia
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Clusters and features from combinatorial stochastic processes Tamara Broderick, University of California, Berkeley
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Convergence of latent mixing measures in finite and infinite mixture models Long Nguyen, University of Michigan
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Dirichlet process mixtures are inconsistent for the number of components in a finite mixture Jeffrey Miller, Brown University
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Discovery and prediction from clinical physiologic data Suchi Saria, Stanford University
Video
Further structure underlying the beta (and Indian buffet) process Daniel Roy, University of Cambridge
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Multiresolution Gaussian Processes Emily Fox, University of Washington
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Nonparametric priors for analyzing censored data and data from repair models Jayaram Sethuraman, Florida State University
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Nonparametric priors for exchangeable graphs and arrays Peter Orbanz, Columbia University
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On a simple class of Bayesian nonparametric autoregression models Fernando Quintana, Pontifical Catholic University of Chile
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On some distributional properties of Gibbs-type priors Igor Pruenster, University of Torino & Collegio Carlo Alberto
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Posterior Consistency in Kullback-Leibler Divergence with Applications to Misspecified Infinite Dimensional Models Andriy Norets, Princeton University
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Slice sampling dependent normalized random measures Sinead Williamson, Carnegie Mellon University
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The tilted Beta process Nils Lid Hjort, University of Oslo
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DatesTitleOrganizers
October 9-13, 2012Uncertainty QuantificationRoger Ghanem, George Karniadakis, Boris Rozovsky, Marta Sanz-Sole

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A support theorem in Holder norm for a stochastic wave equation Marta Sanz-Sole, University of Barcelona
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CDF Solutions of Stochastic Hyperbolic Equations Daniel Tartakovsky, University of California, San Diego
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Forward and Backward Uncertainty Propagation in Non-linear Shock-dominated Problems Didier Lucor, CNRS - Pierre and Marie Curie University
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Inference and Data Assimilation with Optimal Maps Youssef Marzouk, Massachusetts Institute of Technology
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Introduction to UQ, A Tutorial Roger Ghanem, USC
Video
Layer Methods for Navier-Stokes Equations with Additive Noise M.V. Tretyakov, University of Nottingham
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Numerical approximation of random and stochastic (partial) differential equations Peter Kloeden, Institute of Mathematics, Goethe University
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Parameter Estimation in Second-order Continuous Time Linear Autoregressions Sergey Lototsky, University of Southern California
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Scalable Uncertainty Quantification and Parameter Estimation for High-Dimensional Environmental and Biological Systems Guang Lin, Pacific Northwest National Laboratory
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Statistical Models of Spatial Processes Based on Local-Interaction Energy Functionals Dionissios T. Hristopulos, Technical University of Crete
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Stein's Method with Malliavin Calculus Ivan Nourdin, Vandoeuvre-les-Nancy
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Stochastic Collocation Methods for Stochastic Partial Differential Equations Driven by White Noise Zhongqiang Zhang, Brown University
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Stochastic Models in Fiber Optics Anne de Bouard, Ecole Polytechnique
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The expected signature of a diffusion process and its PDE Hao Ni, University of Oxford
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Wiener Chaos Expansion for Random Perturbations in SPDEs Chia Ying Lee, University of North Carolina at Chapel Hill
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DatesTitleOrganizers
Oct 29 - Nov 2, 2012Monte Carlo Methods in the Physical and Biological SciencesBruce Berne, Maria Cameron, Jimmie Doll, Paul Dupuis, Eric Vanden-Eijnden

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Abstract
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Antithetic Thermostat for Fast Computing Machines Cristian Predescu, D. E. Shaw Research
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Challenges in Path Integral Monte Carlo David Ceperley, University of Illinois Urbana-Champaign
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Concentration inequalities for Feynman-Kac particle models and their applications Pierre Del Moral, INRIA
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Ferromagnets and the mean-field classical Heisenberg model Kay Kirkpatrick, University of Illinois at Urbana-Champaign
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Overcoming the rare-event sampling problem in biological systems with infinite swapping Nuria Plattner, Universitat Basel
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Sign and Phase Problems in Markov Chain Monte Carlo- Sampling the Unsampleable James E. Gubernatis, Los Alamos National Laboratory
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DatesTitleOrganizers
November 28-30, 2012Performance Analysis of Monte Carlo MethodsJose Blanchet, Gersende Fort, Henrik Hult, Jingchen Liu

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ABC and empirical likelihood Christian Robert, Universite de Paris-Dauphine
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Adaptive and Interacting MCMC algorithms Eric Moulines, Centre National de la Recherche Scientifique (CNRS)
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Comparison Inequalities and Fastest-Mixing Markov Chains Jim Fill, Johns Hopkins University
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Continuous Sequential Importance Sampling for Irreducible Diffusions Krzysztof Latuszynski, University of Warwick
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Feedback Particle Filter Sean Meyn, University of Illinois at Urbana-Champaign
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Importance sampling in the neighborhood of a stable equilibrium point Paul Dupuis, Brown University
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On the empirical efficiency of local MCMC algorithms with auxiliary variables Mylene Bedard, University of Montreal
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DatesTitleOrganizers
December 10-14, 2012Reproducibility in Computational and Experimental MathematicsDavid H. Bailey, Jon Borwein, Randall J. LeVeque, Bill Rider, William Stein, Victoria Stodden

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Video
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Exploratory Experimentation in Mathematics Jon Borwein, Centre for Computer Assisted Research Mathematics and its Applications
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IPython- tools for the lifecycle of research computing Fernando Perez, University of California, Berkeley
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Interactive theorem proving, automated reasoning, and mathematical computation Jeremy Avigad, Carnegie Mellon University
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Issues in Reproducibility Randy LeVeque, University of Washington
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Making Computations and Publications Reproducible with VisTrails Juliana Freire, New York University
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Publishing Results from MATLAB Loren Shure, The MathWorks, Inc.
Video
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Recent strategies and challenges for reproducibility in global climate modeling Katherine Evans, Oak Ridge National Laboratory
Video
Reproducibility issues important to applications James Glimm, Stony Brook University
Video
Sage notebooks William Stein, University of Washington
Video
What's happening with the World Digital Mathematics Library Peter Olver, University of Minnesota
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What does it take to do reproducible computational science, What stands in our way Bill Rider, Sandia National Laboratories
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clearScience: tools for communicating in the computational sciences Brian M. Bot, Sage Bionetworks
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DatesTitleOrganizers
February 11 - 15, 2013Sage Days: Multiple Dirichlet Series, Combinatorics, and Representation TheoryFranco Saliola, Anne Schilling, Nicolas Thiery

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Video
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Crystals III Arun Ram, University of Melbourne
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Multiple Dirichlet series III Gautam Chinta, City College, CUNY
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Description Speaker
Video
Abstract
Slides
Bruhat atlases, on wonderful compactifications of groups and elsewhere Allen Knutson, Cornell University
Video
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Exploring Rim Hook Rules and Quantum Schubert Calculus Elizabeth Beazley, Haverford College
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Graded Specht modules in sage Andrew Mathas, University of Sydney
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Lie group methods and related combinatorics in Sage. Daniel Bump, Stanford University
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DatesTitleOrganizers
March 4-8, 2013Whittaker Functions, Schubert calculus and CrystalsSara Billey, Daniel Bump, Cristian Lenart

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Video
Abstract
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Combinatorial Representation Theory: Alcove-path models and Macdonald polynomials Part 1 Cristian Lenart, University at Albany (SUNY)
Video
Combinatorial Representation Theory: Alcove-path models and Macdonald polynomials Part 2 Cristian Lenart, University at Albany (SUNY)
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Combinatorial Representation Theory: Alcove-path models and Macdonald polynomials Arun Ram, University of Melbourne
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Eisenstein series, Whitakker functions and Demazure operators Jeffrey Hoffstein, Brown University
Video
Schubert varieties and Schubert calculus Arun Ram, University of Melbourne
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Schubert varieties and Schubert calculus Sara Billey, University of Washington
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Workshop Video Links
Description Speaker
Video
Abstract
Slides
Affine Mirkovic-Vilonen polytopes Peter Tingley, Massachusetts Institute of Technology
Video
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Degenerate Whittaker functionals for real reductive groups Siddhartha Sahi, Rutgers University
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Elliptic and cobordism Schubert calculus Arun Ram, University of Melbourne
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Equivariant jeu de taquin and eigenvalues of Hermitian matrices Alexander Yong, University of Illinois at Urbana-Champaign
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Grothendieck polynomials, and factoring permutations using one Demazure factor too many. Victor Reiner, University of Minnesota
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Nonsymmetric Macdonald polynomials, Kirillov-Reshetikhin crystals, and Demazure characters Anne Schilling, University of California, Davis
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Representations of the affine BMW algebra Monica Vazirani, University of California, Davis
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Rotation of invariant tensors and geometric representation theory Joel Kamnitzer, University of Toronto
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Schubert calculus and Toda lattices Thomas Lam, University of Michigan
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Some properties of the cominuscule quantum K-theory. Nicolas Perrin, Heinrich-Heine-Universitat Dusseldorf
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Symmetric chain decomposition for cyclic quotients of Boolean algebras and relation to cyclic crystals Patricia Hersh, North Carolina State University
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The zigzag algebra in higher representation theory. Anthony Licata, Australian National University
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Vexillary signed permutations and essential sets for classical-type Schubert varieties David Anderson, Institute of Pure and Applied Mathematics -IMPA
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q-Rook placements and Jordan forms Martha Yip, University of Pennsylvania
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q-deformed Whittaker functions and the local Langlands correspondence Sergey Oblezin, Institute of Theoretical and Experimental Physics
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DatesTitleOrganizers
April 15 - 19, 2013Combinatorics, Multiple Dirichlet Series and Analytic Number TheoryGautam Chinta, Adrian Diaconu, Dorian Goldfeld, Ozlem Imamoglu

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Video
Abstract
Slides
A converse theorem for Dirichlet series in two variables and Shintani zeta functions Nikolaos Diamantis, University of Nottingham
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Atkin and Swinnerton-Dyer congruences for noncongruence modular forms Winnie Li, Pennsylvania State University
Video
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Bounds for integrals of Jacquet-Whittaker functions Xiaoqing Li, University at Buffalo (SUNY)
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Eisenstein Series on Covers of Odd Orthogonal Groups Lei Zhang, Boston College
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Entire continuation of cuspidal loop Eisenstein series. Stephen Miller, Rutgers University
Video
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Harmonic families of automorphic representations Nicolas Templier, Princeton University
Video
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Hyperbolic Kac-Moody algebras and automorphic forms Kyu-Hwan Lee, University of Connecticut
Video
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On Higher Moments for Quadratic Dirichlet L-Functions Vicentiu Pasol, Institute of Mathematics
Video
On effective determination of Maass forms from central values of Rankin-Selberg L functions. Jyoti Sengupta, Tata Institute of Fundamental Research
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On the Fourier coefficients of elliptic modular forms of half-integral weight YoungJu Choie, Pohang University of Science and Technology (POSTECH)
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Orbital L-functions for the space of binary cubic forms and their applications Takashi Taniguchi, Kobe University
Video
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Period integrals of automorphic forms Omer Offen, Technion-Israel Institute of Technology
Video
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Random Matrix theory and the zeros of the Riemann zeta-function Brian Conrey, American Institute of Mathematics
Video
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Self-adjoint operators on spaces of automorphic forms Paul Garrett, University of Minnesota
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The Iwahori-Hecke Algebra, the Ramanujan Conjecture, and Expander Graphs Cristina Ballantine, College of the Holy Cross
Video
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The zeta-function of the root system of type G 2 Kohji Matsumoto, Nagoya University
Video
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Understanding the Chinta-Gunnells action Peter McNamara, Stanford University
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Wellhausen's conjecture - what is it trying to tell us Samuel James Patterson, Georg-August-Universitat zu Gottingen
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Zero density for automorphic L-functions Yangbo Ye, University of Iowa
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DatesTitleOrganizers
June 3-7, 2013Issues in Solving the Boltzmann Equation for Aerospace Applications

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A Closure for Grad's 13 Moment t Equations Using a Hermite Polynomial Representation of Velocity Distribution Function Leonid Pekker, Victor Technologies
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A conservative spectral method for the Boltzmann equation with anisotropic scattering and the grazing collisions limit Jeffrey Haack, University of Texas at Austin
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A high-order positivity preserving method for the Vlasov-Poisson System David C. Seal, Michigan State University
Video
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A hybrid method for hydrodynamic-kinetic flow Gabriella Puppo, Universita dell'Insubria
Video
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An Efficient Discrete Velocity Method for the Boltzmann Equation Philip Varghese, University of Texas at Austin
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Approaches for Emulating the Boltzmann Equation When Particle Simulation Becomes Inefficient Iain D. Boyd, University of Michigan
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Boltzmann Solver with Adaptive Mesh in Phase Space Vladimir Kolobov, CFD Research Corporation
Video
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Does kinetic theory really contribute to shock capturing schemes for compressible gas dynamic equations Taku Ohwada, Kyoto University
Video
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Fast Spectral-Galerkin Methods for High-Dimensional PDEs in Unbounded Domains Jie Shen, Purdue University
Video
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High order AP schemes for some discrete-velocity kinetic equations Fengyan Li, Rensselaer Polytechnic Institute
Video
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High order asymptotic preserving methods for the Boltzmann equation Lorenzo Pareschi, Universita di Ferrara
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High order semi-Lagrangian schemes and operator splitting for the Boltzmann equation. Yaman Guclu, Michigan State University
Video
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How to avoid very large discrete velocity grids in deterministic simulation of rarefied gas flows Luc Mieussens, Universite de Bordeaux I
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Kinetic Particle Methods – Beyond Number of Time Steps, Cell Size, and Particles per Cell Deborah Levin, Pennsylvania State University
Video
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Moving boundary problems for a rarefied gas: Spatially one-dimensional case Kazuo Aoki, Kyoto University
Video
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Multiscale asymptotic solutions to the Boltzmann equation for aerospace applications Thierry Magin, Von Karman Institute for Fluid Dynamics
Video
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Non-equilibrium Effects in Viscous Reacting Gas Flows Elena Kustova, Saint Petersburg State University
Video
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Regularized 13 Moment Equations for Maxwell and Hard Sphere molecules Henning Struchtrup, University of Victoria
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DatesTitleOrganizers
September 16-20, 2013Exotic Geometric StructuresRichard Schwartz, Genevieve Walsh, Caroline Series, John Parker, Bill Goldman

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Video
Abstract
Slides
Workshop Tutorial for Exotic Geometric Structures John Parker, University of Durham
Video
Workshop Tutorial for Exotic Geometric Structures Rich Schwartz, Brown University
Video
DatesTitleOrganizers
September 16-20, 2013Exotic Geometric Structures Richard Schwartz, Bill Goldman, John Parker, Caroline Series, Genevieve Walsh

Workshop Video Links
Description Speaker
Video
Abstract
Slides
Computing the image of Thurston's skinning map David Dumas, University of Illinois at Chicago
Video
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Convex representations and their geodeisc flow Francois Labourie, Universite de Paris XI (Paris-Sud)
Video
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Cubic differentials and hyperbolic convex sets Yves Benoist, Universite de Paris XI (Paris-Sud)
Video
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Dynamics of mapping class group actions on character variety Frederic Palesi, Aix-Marseille University
Video
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Facets and Hausdorff dimension in the cone of Margulis spacetimes Yair Minsky, Yale University
Video
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Finding thin subgroups in lattices Darren Long, University of California, Santa Barbara
Video
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Fuchsian actions on complex projective spaces Jose Seade, National Autonomous University of Mexico (UNAM)
Video
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Fundamental polyhedra in the Einstein Universe Virginie Charette, University of Sherbrooke
Video
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Geometric structures on the figure eight knot complement Martin Deraux, Universite de Grenoble I (Joseph Fourier)
Video
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Geometrical finiteness in Hilbert geometry Ludovic Marquis, Universite de Rennes I
Video
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Margulis spacetimes, the arc complex, and the Crooked Plane Conjecture II Fanny Kassel, Universite de Lille I
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Margulis spacetimes, the arc complex, and the Crooked Plane Conjecture I Jeff Danciger, University of Texas at Austin
Video
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Minimality properties of hyperbolic Coxeter orbifolds Ruth Kellerhals, Universite de Fribourg
Video
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New non-arithmetic lattices in SU(2,1) Julien Paupert, Arizona State University
Video
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Parabolic Positivity Olivier Guichard, Universite de Strasbourg I (Louis Pasteur)
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Polynomial Pick forms for affine spheres and real projective polygons Michael Wolf, Rice University
Video
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Polynomial automorphisms of $C^n$ preserving the Markoff-Hurwitz equations- dynamics and identities. Ser Peow Tan, National University of Singapore
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Projective structures on manifolds Daryl Cooper, University of California, Santa Barbara
Video
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Space-times with particles in expansion Thierry Barbot, Universite d'Avignon
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The Gauss-Bonnet theorem for cone manifolds and volumes of moduli spaces Curtis McMullen, Harvard University
Video
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The modular action on PSL(2,R)-characters in genus 2 Maxime Wolff, Universite de Paris VI (Pierre et Marie Curie)
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The pressure metric for convex representations Martin Bridgeman, Boston College
Video
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Transitional Geometry Steve Kerckhoff, Stanford University
Video
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Two generator subgroups of PU(2,1) with parabolic elements Pierre Will, Universite de Grenoble I (Joseph Fourier)
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DatesTitleOrganizers
October 21-25, 2013Topology, Geometry and Group Theory, Informed by Experiment Danny Calegari, Marc Culler, David Gabai, Joel Hass, Robert Lipshitz, Karen Vogtmann, Genevieve Walsh

Workshop Video Links
Description Speaker
Video
Abstract
Slides
A Khovanov stable homotopy type and new s-invariants Sucharit Sarkar, Princeton University
Video
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A Parameter Space for Potential Small Cusped Hyperbolic 3-Manifolds Robert Meyerhoff, Boston College
Video
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A new combinatorial class of triangulations Stephan Tillmann, University of Sydney
Video
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An infinite rank summand of topologically slice knots Jennifer Hom, Columbia University
Video
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Arithmetic and congruence links Alan Reid, University of Texas at Austin
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Compressed words in Gromov hyperbolic groups Saul Schleimer, University of Warwick
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Computational surprises: mathematical programming and normal surface theory Ben Burton, University of Queensland
Video
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Computations in Heegaard Floer homology Dylan Thurston, Indiana University
Video
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Contracting Boundaries Ruth Charney, Brandeis University
Video
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Culler-Vogtmann's Outer space and the geometry of Out(F n) Mark Feighn, Rutgers University
Video
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Finding killer words Nathaniel Thurston, Google Inc.
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Floer homology and Fractional Dehn twists Matthew Hedden, Michigan State University
Video
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How (not) to compute a character variety (and get some insight anyway) Luisa Paoluzzi, Aix-Marseille University
Video
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Hyperbolic geometry of compression bodies Jessica Purcell, Brigham Young University
Video
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Integer homology 3-spheres with large injectivity radius Nathan Dunfield, University of Illinois at Urbana-Champaign
Video
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Surface maps into orbifolds Alden Walker, University of Chicago
Video
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The Big Dehn surgery graph and the link of S^3 Genevieve Walsh, Tufts University
Video
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The Malnormal Special Quotient Theorem Daniel Groves, University of Illinois
Video
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The ptolemy module - a SnapPy tool to study PGL(N,C)-representations of 3-manifolds Matthias Goerner, University of Maryland
Video
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Whitehead's algorithm, Heegaard splittings, and virtual geometricity Jason Manning, University at Buffalo (SUNY)
Video
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DatesTitleOrganizers
November 18-22, 2013Geometric Structures in Low-Dimensional Dynamics Antonz Zorich ,Moon Duchin, Pascal Hubert, Richard Schwartz, Howie Masur

Workshop Video Links
Description Speaker
Video
Abstract
Slides
Average cusp excursions and random walks on the mapping class group Giulio Tiozzo, Harvard University
Video
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Cutting and resewing pillow cases Patrick Hooper, City College, CUNY
Video
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Cutting sequences on Bouw-Moller surfaces Diana Davis, Northwestern University
Video
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Diagonal changes on translation surfaces Corinna Ulcigrai, University of Bristol
Video
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From tiling and packing to uniformization via combinatorial harmonic maps Sa'ar Hersonsky, University of Georgia
Video
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GL(2,R) orbit closures of translation surfaces Alexander Wright, University of Chicago
Video
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Hodge theory and rigidity for Teichmuller dynamics Simion Filip, University of Chicago
Video
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Horocycle invariant measures in the moduli space of translation surfaces Barak Weiss, Tel Aviv University
Video
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Hurwitz translation surfaces Gabriela Weitze-Schmithuessen, Karlsruhe Institute of Technology
Video
PDF
Isoperiodic forms in genus 2 - fake pentagons and snow falling on cedars Curtis McMullen, Harvard University
Video
On the ergodicity of billiards in non-rational polygons Giovanni Forni, University of Maryland
Video
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Polytope Exchanges as compactifications Richard Schwartz, Brown University
Video
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Renormalization of a one-parameter family of piece-wise isometries John Lowenstein, New York University
Video
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Teichmüller curves and theta functions Martin Möller, Johann Wolfgang Goethe-Universität Frankfurt
Video
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The SL(2,R) action on moduli space Alex Eskin, University of Chicago
Video
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Weak-mixing for billiards in regular polygons Vincent Delecroix, Universite de Paris VII (Denis Diderot)
Video
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DatesTitleOrganizers
January 20 - 24, 2014From the Clinic to Partial Differential Equations and Back: Emerging challenges for Cardiovascular Mathematics Leopold Grinberg, Anne Marie Robertson, Pablo Javier Blanco, Alessandro Veneziani, John N Oshinski, W. Robert Taylor

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Slides
A Constrained Mixture Theory for Arterial Adaptation and Disease Presentation J. D. Humphrey, Yale University
Video
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A Theoretical Framework for Modeling Arterial Tissue Equivalent Evolution Arturo Valentin, University of Pittsburgh
Video
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A geometrical optimization of a by-pass graft Torbjorn Lundh, Chalmers University of Technology and University of Gothenburg
Video
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An anatomically detailed arterial network (ADAN) model for computational hemodynamics Pablo Javier Blanco, National Laboratory for Scientific Computing
Video
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An effective closure model for computational hemodynamics Paris Perdikaris, Brown University
Video
PDF
Cardiomagnetism- Modeling the nonlinear magneto-elastic interactions Luis Dorfmann, Tufts University
Video
PDF
Computational analysis of energy metabolism at different scales Daniela Calvetti, Case Western Reserve University
Video
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Flow Patterns in the Abdominal Aorta- Relationships between Atherosclerosis and Aneurysm Formation W. Robert Taylor, Emory University
Video
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From Chaos to Cures; controlling the complex spatiotemporal dynamics of cardiac arrhythmias using a computational and experimental integrative approach Flavio Fenton, Georgia Institute of Technology
Video
Hemodynamics and Structural Analysis of Aneurysms with Known Rupture Sites Juan R. Cebral, George Mason University
Video
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MRI for Patient Selection and Lead Planning in Cardiac Resynchronization Therapy John N. Oshinski, Emory University
Video
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Mathematical and Informatics Challenges to Translating Cardiovascular Models to Clinical Care Raimond Winslow, Johns Hopkins University
Video
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Multiscale Modeling of Hematologic Disorders George Karniadakis, Brown University
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Numbers and Neurons - The Expanding Role of Mathematical Analysis in Clinical Interventional Neuroradiology Frank Tong, Emory University
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Parameter Estimation in Cardiovascular Modeling Mette Olufsen, North Carolina State University
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Simulation of 3-D Blood Flow in the Full Systemic Arterial Tree and Computational Frameworks for Efficient Parameter Estimation C. Alberto Figueroa, King’s College London
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Thoracic Aortic Disease- A Multi-layered Problem and Solution in Perivascular Oversight of Vessel Homeostasis Julie Phillippi, University of Pittsburgh
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DatesTitleOrganizers
February 10-14, 2014Semidefinite Programming and Graph AlgorithmsMonique Laurent, David Phillips, David Steurer, Kilian Weinberger

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A Combinatorial, Primal-Dual approach to Semidefinite Programs Satyen Kale, IBM
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A Non-Convex Optimization Approach to Network Localization- Polynomial-Time Computability and Rigidity-Theoretic Implications Anthony Man-Cho So, Chinese University of Hong Kong
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Convergence of SDP hierarchies using kernel based methods Stephanie Wehner, National University of Singapore
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Expander flows, Geometric embeddings and Graph Partitioning Claire Mathieu, Ecole Normale Superieure
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Faster SDP hierarchy solvers for local rounding algorithms Ali Kemal Sinop, IAS
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Going off the grid Benjamin Recht, University of California, Berkeley
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Graph parameters from entangled games and quantum zero-error communication Jop Briet, New York University
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Hardness of robust graph isomorphism, Lasserre gaps, and asymmetry of random graphs Yuan Zhou, Carnegie Mellon University
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Learning how to rank via forbidden patterns - semirankings and the Erdos-Hajnal Conjecture Krzysztof Choromanski, Google Inc.
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Near optimal deterministic volume estimation via M-ellipsoids Daniel Dadush, New York University
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On the existence of 0:1 polytopes with high semidefinite extension complexity Sebastian Pokutta, Georgia Institute of Technology
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Rounding Sum of Squares Relaxations Boaz Barak, Microsoft Research
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Semidefinite programming and discrepancy- Recent developments Nikhil Bansal, Technische Universiteit Eindhoven
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Semidefinite programming bounds for codes and anticodes in Cayley graphs Frank Vallentin, Universitat zu Koln
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The Moment-LP and Moment-SOS approaches in polynomial optimization Jean Lasserre, Centre National de la Recherche Scientifique (CNRS)
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Three-dimensional Structure Determination of Molecules without Crystallization- from Electron Microscopy to Semidefinite Programming Amit Singer, Princeton University
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March 17-21, 2014Stochastic Graph ModelsEli Upfal, Susanne Albers, Ravi Kumar, Michael Mitzenmacher

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Algorithms on Evolving Data Sets Mohammad Mahdian, Google INC
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An Efficient reconciliation algorithm for social networks Silvio Lattanzi, Google Inc.
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Distributed Algorithmic Foundations of Dynamic Networks Gopal Pandurangan, Brown University and NTU, Singapore
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Elite, Periphery and Symmetry in Social Networks- An Axiomatic Approach Chen Avin, Ben-Gurion University
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Force-Directed Graph Drawing Using Social Gravity and Scaling Michael Goodrich, University of California, Irvine
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Improved bounds and algorithms for graph cuts and network reliability Aravind Srinivasan, University of Maryland
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New Online Algorithms for Story Scheduling in Web Advertising Susanne Albers, TU Munich
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On the Glass Ceiling Effect in Social Networks Zvi Lotker, Ben-Gurion University of the Negev and Claire Mathieu, Brown University
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Peeling Algorithms Michael Mitzenmacher, Harvard University
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Randomly coloring random graphs Alan Frieze, Carnegie Mellon University
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Reconstructing Latent Similarities in a Multiplex Social Network Alex Slivkins, Microsoft Research
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Similarity Ranking in Large-Scale Bipartite Graphs Alessandro Epasto, Universita di Roma La Sapienza
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DatesTitleOrganizers
April 7-11, 2014Electrical Flows, Graph Laplacians, and Algorithms: Spectral Graph Theory and Beyond Jonathan Kelner, Yiannis Koutis, Gary Miller

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A Simple, Electrical, Gradient Descent Algorithm for Approximate Max Flow Nikhil Srivastava, Microsoft Research India
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A simple parallel algorithm for spectral graph sparsification Yiannis Koutis, University of Puerto Rico
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Anti-differentiating approximation alogrithms for min-cuts and new relationships between Page Rank, spectral, and localized flow David Gleich, Purdue University
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Approximate Spectral Clustering via Randomized Sketching Christos Boutsidis, Yahoo! Labs, New York
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Computations on Graph Laplacians Erik Boman, Sandia National Laboratories
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Efficient Solvers for Linear Systems in Graph Laplacians Richard Peng, Massachusetts Institute of Technology
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Graph Sparsification Debmalya Panigrahi, Duke University
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Guaranteed Tensor Decomposition through Alternating Rank-1 Updates Anima Anandkumar, University of California, Irvine
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Heat Kernel Pagerank as a Linear Solver and Applications to Consensus Problems Olivia Simpson, University of California, San Diego
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Improved Cheeger's Inequality Shayan Oveis-Gharan, Stanford University
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Random Walks as a Stable Analogue of Eigenvectors with Applications to Nearly-Linear-Time Graph Partitioning Lorenzo Orecchia, Massachusetts Institute of Technology
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DatesTitleOrganizers
May 5 - 9, 2014Eigenvectors in graph theory and related problems in numerical linear algebra Anna Gilbert, Peter Jones, Gunnar Martinsson, Van Vu

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A randomized approximate nearest neighbors algorithm Andrei Osipov, Yale University
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A simple spectral algorithm for a general clustering problem Van Vu, Yale University
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A threshold for reconstruction in stochastic block models Joe Neeman, University of Texas at Austin
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Covariance Matrix Estimation for the Cryo-EM Heterogeneity Problem Amit Singer, Princeton University
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Diffuse Scattering on Graphs and Combinatorial Inverse Problems Anna Gilbert, University of Michigan
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Dimension reduction in the l1 norm- When and how is it possible Rachel Ward, University of Texas at Austin
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Eigenvector localization, implicit regularization, and algorithmic anti-differentiation for large-scale graphs and networked data Michael W. Mahoney, University of California, Berkeley
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Eigenvectors, Heat Kernels, and Low Dimensional Representation of Data Sets Peter Jones, Yale University
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Is Belief Propagation a Spectral algorithm Elchanan Mossel, University of California, Berkeley
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Network Clustering, the Block Stochastic Model, and a Regular Graph Ioana Dumitriu, University of Washington
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New Algorithms for Learning Incoherent and Overcomplete Dictionaries Rong Ge, Microsoft Research
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Permanent estimators via random matrices Mark Rudelson, Univeristy of Michigan
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Random weighted projections, random quadratic forms and random eigenvectors Ke Wang, University of Minnesota
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Randomized Algorithms in DNA Sequencing Roy Lederman, Yale University
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Robust and Fast Subspace Recovery Gilad Lerman, University of Minnesota
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Spectral algorithms for graph mining and analysis Yiannis Koutis, University of Puerto Rico
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Tracking Influences within Dynamic Networks Rebecca Willett, University of Wisconsin
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DatesTitleOrganizers
May 12-16, 2014Robust Discretization and Fast Solvers for Computable Multi-Physics Models Franco Brezzi, Jan Hesthaven, Michael Holst, Jinchao Xu

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A 3D hp Finite Element Code for Multiphysics Coupled Problems with Elements of All Shapes, Orientation Embedded Shape Functions, the Discontinuous Petrov Galerkin (DPG) Method and Other Stories Leszek Demkowicz, The University of Texas at Austin
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A Robust Methodology for the Numerical Solution of Fully Nonlinear Elliptic Problems Roland Glowinski, University of Houston
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A priori and a posteriori analyses of DPG methods Jay Gopalakrishnan, Portland State University
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Basic Principles of Mixed Virtual Element Methods Donatella Marini, Universita di Pavia
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Discontinuous Galerkin Finite Element Method for Multiscale Problems Chi-Wang Shu, Brown University
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Discretizing the Advection of Differential Forms Ralf Hiptmair, ETH
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Local Bounded Cochain Projections and the Bubble Transform Ragnar Winther, University of Oslo
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New Mixed Elements for Linear Elasticity Problems within the Hellinger-Reissner Variational Formulation Jun Hu, Peking University
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Numerical Methods of Quasicrystals Pingwen Zhang, Peking University
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Structure-preserving discretizations for computing multi-physics Douglas N. Arnold, University of Minnesota
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The PML Method and Fast Solvers for the Helmholtz Equation in Unbounded Domain Zhiming Chen, Chinese Academy of Sciences
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June 2-6, 2014Computational Nonlinear Algebra Greg Blekherman, Lek-Heng Lim, Pablo Parrilo, Andrew Sommese, Rekha Thomas

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A brief survey on tensor rank and tensor decomposition, from a geometric perspective. Part II Giorgio Ottaviani, Università di Firenze
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A brief survey on tensor rank and tensor decomposition, from a geometric perspective. Part I Giorgio Ottaviani, Università di Firenze
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A potpourri of nonlinear algebra Christopher Hillar, University of California, Berkeley
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Algorithms for matrix multiplication via geometry Joseph Landsberg, Texas A & M University
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An Efficient Affine-scaling Algorithm for Hyperbolic Programming Jim Renegar, Cornell University
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Certifying solutions to overdetermined and singular polynomial systems over Q Agnes Szanto, North Carolina State University
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Characteristic classes and applications. Part II Sandra Di Rocco, Royal Institute of Technology (KTH)
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Characteristic classes and applications. Part I Sandra Di Rocco, Royal Institute of Technology (KTH)
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Computational problems in tensors Shmuel Friedland, University of Illinois at Chicago
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Convex optimization and quantum information Aram Harrow, Massachusetts Institute of Technology
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Numerical Real Algebraic Geometry Jonathan Hauenstein, North Carolina State University
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Numerical algebraic geometry for complex affine schemes Anton Leykin, Georgia Institute of Technology
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On a Real Variant of Smale's 17th Problem Maurice Rojas, Texas A & M University
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Polynomial-time Solvable CSP Problems via Algebraic Models and Pfaffian Circuit Susan Margulies, U.S. Naval Academy
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Polynomial tools for robotics Russ Tedrake, Massachusetts Institute of Technology
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Positive semidefinite rank João Gouveia, University of Coimbra
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Recovery of algebraic-exponential data from moments and a generalization of the Lowner-John ellipsoid problem Jean Lasserre, Centre National de la Recherche Scientifique (CNRS)
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Semidefinite optimization for geometric packing problems Frank Vallentin, Universität zu Köln
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Tensor Decompositions, Matrix Completion and Singular Values Harm Derksen, University of Michigan
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DatesTitleOrganizers
June 16 - August 8, 2014Summer@ICERM 2014 Michael Mossinghoff, Sinai Robins

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Coefficients of Ehrhart quasi-polynomials, Part 1 Tyrrell McAllister, University of Wyoming
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Coefficients of Ehrhart quasi-polynomials, Part 2 Tyrrell McAllister, University of Wyoming
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Coefficients of Ehrhart quasi-polynomials, Part 3 Tyrrell McAllister, University of Wyoming
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Coefficients of Ehrhart quasi-polynomials, Part 4 Tyrrell McAllister, University of Wyoming
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De-randomizing Randomness with Rotor Routers James Propp, UMass Lowell
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Negative Numbers in Combinatorics: Geometrical and Algebraic Perspectives James Propp, UMass Lowell
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July 21-25, 2014Challenges in 21st Century Experimental Mathematical Computation David H. Bailey, Jonathan Borwein, Olga Caprotti, Ursula Martin, Michela Taufer, Bruno Salvy

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Apery numbers and their experimental siblings Armin Straub, University of Illinois at Urbana-Champaign
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Approximating the Fisher Information for a Partially-Observable Growing Population Ali Eshragh, CARMA, University of Newcastle
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Challenges and Successes in Coastal Ocean Modeling Clint Dawson, University of Texas at Austin
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Computational challenges for experimental mathematics David H. Bailey, Lawrence Berkeley National Laboratory and UC Davis
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Congruences and relations for the Fishburn numbers Frank Garvan, University of Florida
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Efficient Experimental Mathematics for Lattice Path Combinatorics Alin Bostan, SpecFun, INRIA Saclay
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Equality of Dedekind sums: experimental data, and theory Sinai Robins, Nanyang Technological University and ICERM
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Experimental Computation and Visual Theorems Jonathan Borwein, CARMA, University of Newcastle
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Large-scale, data-intensive physics computing Amber Boehnlein, Stanford University
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Nonlinear Preconditioning for the Parallel Solution of Systems Algebraic Equations Matt Knepley, University of Chicago
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Numerical reproducibility of high-performance computations using floating-point or interval arithmetic Nathalie Revol, INRIA
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Operator Orderings: from sequences to polynomials Christophe Vignat, Tulane University
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Outgrowths of the Digital Library of Mathematical Functions Project Howard Cohl and Daniel Lozier, National Institute of Standards and Technology
Video
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Polynomials, number theory, and experimental mathematics Michael Mossinghoff, Davidson College and ICERM
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Reliable numerical evaluation of special functions- algorithms and experiments Bruno Salvy, INRIA
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Sparse factorizations- Towards optimal complexity and resilience at exascale Xiaoye S. Li, Lawrence Berkeley National Laboratory
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Symbolic local Fourier analysis Veronika Pillwein, Johannes Kepler Universität Linz
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The numerical reproducibility fair trade: Facing concurrency challenges at extreme scale Michela Taufer, University of Delaware
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Toward HPC Runtimes that Self-adapt to your Math Dorian Arnold, University of New Mexico
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Very Special Functions: Numerical Explorations of Random Matrix Distributions Folkmar Bornemann, TU München
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Visualizing Projection Algorithms with Application to Protein Reconstruction Matthew K. Tam, University of Newcastle
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DatesTitleOrganizers
August 4-8, 2014Combinatorial Link Homology Theories, Braids, and Contact Geometry John Baldwin, Joshua Greene, Elisenda Grigsby, Keiko Kawamuro, Dan Margalit

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Combinatorial tangle Floer homology Ina Petkova, Rice University
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Computational complexity of problems in 3-dimensional topology Nathan Dunfield, University of Illinois at Urbana-Champaign
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Divide knots vs L-space knots Ken Baker, University of Miami
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Knot Floer homologies Andras Stipsicz, Hungarian Academy of Sciences (MTA)
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Minicourse- Braid Foliations II Doug LaFountain, Western Illinois University
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Minicourse- Braid Foliations I Doug LaFountain, Western Illinois University
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Minicourse- Garside structure and Dehornoy ordering of braid groups for topologists II Tetsuya Ito, Kyoto University
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Minicourse- Garside structure and Dehornoy ordering of braid groups for topologists I Tetsuya Ito, Kyoto University
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Minicourse- Grid Diagrams and Contact Geometry II Lenhard Ng, Duke University
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Minicourse- Grid Diagrams and Contact Geometry I Lenhard Ng, Duke University
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Minicourse- Nielsen-Thurston theory II Joanna Mangahas, Brown University
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Minicourse- Nielsen-Thurston theory I Joanna Mangahas, Brown University
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Rectangular Diagrams and Jones' Conjecture I- monotonic simplification and Legendrian links Ivan Dynnikov, Moscow State University
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Rectangular Diagrams and Jones' Conjecture II- Legendrian graphs, bypasses and simplifying disks Maxim Prasolov, Moscow State University
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Teichmueller polynomials for free-by-cyclic groups and clique polynomials of digraphs Eriko Hironaka, Florida State University
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DatesTitleOrganizers
August 25-29, 2014Integrability and Cluster Algebras: Geometry and Combinatorics Vladimir Fock, Max Glick, Olga Kravchenko, Sophie Morier-Genoud, Valentin Ovsienko, Rich Schwartz

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Brick polytopes and generalized associahedra Vincent Pilaud, CNRS & LIX, École Polytechnique
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Cluster Variables for DP3 Quiver and Aztec Castle Gregg Musiker, University of Minnesota
Video
Cluster co-ordinates and some integrable equations Andrei Marshakov, Lebedev Physics Institute and Institute of Theoretical and Experimental Physics
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Cluster structure on Drinfeld doubles Michael Gekhtman, University of Notre Dame
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Combinatorial Gale transform Valentin Ovsienko, Institut Camille Jordan, Université Lyon 1
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Continuous limit of frieze patterns and discretization of a Virasoro orbit Sergei Tabachnikov, ICERM and Pennsylvania State University
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Dented diagonals and corrugated polygons Boris Khesin, University of Toronto
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Dimer models and categories with Grassmannian structure Karin Baur, Karl-Franzens-Universitat Graz
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Discrete Flows on Cluster Integrable Systems Vladimir Fock, Université de Strasbourg I (Louis Pasteur)
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Discrete pluriharmonic functions as solutions of linear pluri-Lagrangian systems Alexander Bobenko, Technische Universitat Berlin
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Exotic cluster structures on SL(N) Michael Shapiro, Michigan State University
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Integrability in the Laplacian determinant Richard Kenyon, Brown University
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Integrability of pentagram maps and Lax representations Fedor Soloviev, University of Toronto
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On Cluster Algebras of Unpunctured Surfaces with One Marked Point Ralf Schifler, University of Connecticut
Video
R-operator and knot invariants via cluster algebra Rei Inoue, Chiba University
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Representation theory and mirror symmetry Alexander Goncharov, Yale University
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Spectral theory of triangular difference operators and the combinatorial Gale transform Igor Krichever, Columbia University
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Subtraction-free complexity Sergey Fomin, University of Michigan
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The Devron property Max Glick, University of Minnesota
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The combinatorics of non-commutative discrete integrable systems Philippe Di Francesco, Institut de Physique Theorique
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The point of collapse under pentagram maps Zijian Yao, Brown University
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The projective heat mat on pentagons Rich Schwartz, Brown University
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What is integrability of (discrete) variational systems? Yuri Suris, Technische Universität Berlin
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DatesTitleOrganizers
September 8-December 5, 2014High-dimensional Approximation Dmitriy Bilyk, William Chen, Frances Kuo, Michael Lacey, Volodya Temlyakov, Rachel Ward, Henryk Wozniakowski

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A quick introduction to geometric discrepancy theory William Chen, Macquarie University Sydney
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A short introduction to compressive sensing Simon Foucart, University of Georgia
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Relationship of discrepancy theory with harmonic analysis, approximation theory, and probability Dmitriy Bilyk, University of Minnesota
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September 15-19, 2014Information-Based Complexity and Stochastic Computation Frances Y. Kuo, Erich Novak, Klaus Ritter, Grzegorz W. Wasilkowski, Henryk Wozniakowski

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A dynamic near-optimal algorithm for online linear programming Yinyu Ye, Stanford University
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A reduced fast component-by-component construction of (polynomial) lattice points Peter Kritzer, Johannes Kepler Universität Linz
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A refined classification of problems with (sub)exponential information-based complexity Pawel Siedlecki, University of Warsaw
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Adaptive algorithms for stochastic computation Fred Hickernell, Illinois Institute of Technology
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An upper bound on complexity of optimization for Gaussian random fields James Calvin, New Jersey Institute of Technology
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Approximation in cosine space using tent-transformed lattice rules Dirk Nuyens, Katholieke Universiteit Leuven
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Approximation of additive random fields Marguerite Zani, Université d'Orléans
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Constructing quasi-Monte Carlo methods for high dimensional integrals over the Euclidean space and applications Frances Kuo, University of New South Wales
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Constructive tractability for the Helmholtz equation Art Werschulz, Fordham University
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Error analysis for multivariate and infinite-dimensional integration with respect to different underlying norms Michael Gnewuch, Christian-Albrechts Universität Kiel
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High-dimensional and infinite-dimensional hyperbolic crosses and their applications in approximation and uncertainty quantification Dinh Dung, Vietnam National University
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Infinite-dimensional integration by the multivariate decomposition method (MDM) Ian Sloan, University of New South Wales
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Multilevel Monte Carlo methods for discontinuous payoffs in the Heston model Andreas Neuenkirch, Universität Mannheim
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On a mild Ito formula for stochastic partial differential equations (SPDEs) and on weak convergence rates for SPDEs with nonlinear diffusion coefficients Arnulf Jentzen, Eidgenössische TH Hönggerberg
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Optimal algorithms for doubly weighted approximation of smooth functions Leszek Plaskota, University of Warsaw
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Optimal approximation of Sobolev functions in the L2 and in the supremum norm Winfried Sickel, Friedrich-Schiller-Universität
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Optimal quasi-Monte Carlo rules on higher order digital nets for numerical integration of multivariate periodic functions Aicke Hinrichs, Universität Rostock
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Preasymptotic estimates for approximation of multivariate Sobolev functions Thomas Kühn, Universität Leipzig
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Randomized algorithms on the approximation of rank one tensors Daniel Rudolf, Friedrich-Schiller-Universität
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Regularity of SDEs with non-globally Lipschitz continuous coefficients Sonja Cox, Eidgenössische TH Hönggerberg
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Tractability of multivariate integration in Hermite spaces Friedrich Pillichshammer, Johannes Kepler Universität Linz
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Tractability using periodized generalized Faure sequences Christiane Lemieux, University of Waterloo
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Two topics in parametric integration applied to stochastic simulation in industrial engineering Jeremy Staum, Northwestern University
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DatesTitleOrganizers
September 29 - October 3, 2014Approximation, Integration, and Optimization Albert Cohen, Ronald Devore, Robert Nowak, Vladimir Temlyakov, Rachel Ward

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A Quasi-Monte Carlo overview Ian H. Sloan, The University of New South Wales
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Adaptive Low-Rank Methods for High-Dimensional Second-Order Elliptic Problems Markus Bachmayr, RWTH Aachen
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Adaptive low-rank approximations- a subspace point of view Anthony Nouy, Ecole Centrale Nantes
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Convex relaxations for recovering simultaneously structured objects Maryam Fazel, University of Washington
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Distributed Optimization in Directed Graphs- Push-Sum Based Algorithms Angelia Nedich, University of Illinois at Urbana-Champaign
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EIM, GEIM & Rectification Yvon Maday, Brown University
Video
Estimating the n-width of solution manifolds of parametric PDE’s Albert Cohen, Université de Paris VI (Pierre et Marie Curie)
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Exponential Convergence and New Notions of Tractability for Analytic Multivariate Problems Henryk Wozniakowski, Columbia University and University of Warsaw
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Exponential decay of reconstruction error from binary measurements of sparse signals Simon Foucart, University of Georgia
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Exponential sums and tensor approximation Wolfgang Dahmen, RWTH Aachen
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High-Dimensionality Challenges in Uncertainty Quantification Habib Najm, Sandia National Laboratories
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Maximum Likelihood Matrix Completion Under Sparse Factor Models- Error Guarantees and Efficient Algorithms Jarvis Haupt, University of Minnesota
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Measure estimation from moments- from line spectra to tensors Gongguo Tang, University of Wisconsin
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Nonlinear tensor product approximation V.N. Temlyakov, University of South Carolina
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Smoothing maximum functions Michael Todd, Cornell University
Video
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Sparse Estimation with Strongly Correlated Variables Robert D. Nowak, University of Wisconsin
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Streaming signal reconstruction from generalized measurements Justin Romberg, Georgia Institute of Technology
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DatesTitleOrganizers
October 22-24, 2014Mathematics of Data Analysis in Cybersecurity Edo Airoldi, Paul Barford, Henry Cohn, John Harer, John Johnson, Mauro Maggioni, Jill Pipher

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A DHS Perspective on Mathematics in Cyber Security Ann Cox, Department of Homeland Security
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Computational Topology, Variable Kernel Density Estimators, and Fraud Detection Michael Salpukas, Raytheon
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Creating Interpretable Collaborative Patterns to Detect Insider Threats You Chen, Vanderbilt University
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Introduction to Topological Data Analysis and Machine Learning John Harer, Duke University
Video
Mathematics and Machine Learning in Cybersecurity Brian Witten, Symantec
Video
Measuring Internet Population (Good and Bad)- Measurement, Estimation, and Correlation John Heidemann, University of Southern California
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Multiscale Analysis of graphs, on graphs, and time-varying graphs Mauro Maggioni, Duke University
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Multiscale Representation of High Dimensional Data Linda Ness, Applied Communication Sciences
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Obstructions to Compatible Extensions of Mappings. Jose Perea, Duke University
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Semantics and Homotopy Sanjeevi Krishnan, University of Pennsylvania
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Some Research Problems and Areas in Cybersecurity and Privacy Tristan Nguyen, US Air Force Office of Scientific Research
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The Transition to BGP Security- Is the Juice Worth the Squeeze Sharon Goldberg, Boston University
Video
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Topological analysis of dynamic graphs for cyber network monitoring Emilie Hogan, Pacific Northwest National Laboratory
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Towards an Algebraic Network Information Theory Bobak Nazer, Boston University
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DatesTitleOrganizers
October 27-31, 2014Discrepancy Theory Michael Lacey, William Chen, Dmitriy Bilyk, Aicke Hinrichs, Mikhail Lifshits, Freidrich Pillichshammer

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An Application of the Erdos-Turan-Koksma Inequality in Almost-Periodic Homogenization Zhongwei Shen, University of Kentucky
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Asymptotic Results on the Discrete Riesz Minimal Energy and Polarization when the Power of the Potential Equals the Dimension of the Set Sergiy Borodachov, Towson University
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BMO and exponential Orlicz space estimates of the discrepancy function in arbitrary dimension Lev Makhasin, Universität Stuttgart
Video
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Bracketing entropy of high dimensional distributions Frank Gao, University of Idaho
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Circumventing Schmidt's bound on discrepancy using tapered estimators James Propp, University of Massachusetts at Lowell
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Continuity of halo functions associated to homothecy invariant density bases Oleksandra Beznosova, University of Alabama
Video
Convolution operators, measures of polynomial growth, and finite point configurations Krystal Taylor, IMA, University of Minnesota
Video
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Directional Discrepancy Craig Spencer, Kansas State University
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Distribution of simplexes in thin subsets of Euclidean space and Riemannian manifolds Alex Iosevich, University of Rochester
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Diversions from the Koksma-Hlawka inequality Giancarlo Travaglini, Università di Milano - Bicocca
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Explicit constructions of point sets and sequences with low discrepancy Josef Dick, University of New South Wales
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Factorization Norms and Tusnady's Problem Aleksandar Nikolov, Microsoft Research
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Limit theorems for discrepancies Robert Tichy, Technische Universität Graz
Video
Optimal point sets for quasi-Monte Carlo integration of bivariate periodic functions Aicke Hinrichs, Johannes Kepler Universität Linz
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Quasi-random numbers for copula models Christiane Lemieux, University of Waterloo
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Sets of bounded discrepancy for multi-dimensional irrational rotation Sigrid Grepstad, Norwegian University of Science and Technology
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DatesTitleOrganizers
November 9-10, 2012Blackwell-Tapia Conference 2012Alejandro Aceves, Edray Goins, Trachette Jackson, Juan Meza, Jill Pipher, Bjorn Sandstede

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A Spatial Model of Mosquito Host-Seeking Behavior Ricardo Cortez, Tulane University
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A Statistician's Tour of Duty in the World of Drug Discovery Joaquin Bustoz, Jr. Lecture- Jacqueline M. Hughes-Oliver, George Mason University
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Algorithm for Molecular Simulation and Analysis Rachel Vincent-Finley, Southern University and A&M College
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Sensitivity of System Stability of UAVs to Variation of Vehicle Aerodynamic Characteristics David Torain, Hampton University
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The Effect of Age Structure on Stem and Non-stem Cancer Cell Population Dynamics Suzanne Weekes, Worcester Polytechnic Institute
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The ground field method and the number of solutions of systems of polynomial equations over finite fields Ivelisse Rubio, University of Puerto Rico
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Using Delay Differential Equations to Model Dendritic Cell Therapies Angela Gallegos, Loyola Marymount University
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DatesTitleOrganizers
March 11, 2013Scratching the Surface in Dynamic Visual EffectsRobert Bridson, UBC Computer Science, Vancouver Canada

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Public Lecture: Scratching the Surface in Dynamic Visual Effects Robert Bridson, UBC Computer Science, Vancouver Canada
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September 24,2013MPE2013 Simons Public Lecture "On Growth and Form: Mathematics, Physics and Biology" L. Mahadevan, Harvard University

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MPE2013 Simons Public Lecture "On Growth and Form: Mathematics, Physics and Biology" L. Mahadevan, Harvard University
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October 7, 2013Biological Sense and Mechanisms of DeathAndrei V. Gudkov, Roswell Park Cancer Institute

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Public Lecture: Biological Sense and Mechanisms of Death Andrei V. Gudkov, Roswell Park Cancer Institute
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November 21, 2013Toy ModelsTadashi Tokieda, University of Cambridge

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Public Lecture: Toy Models Tadashi Tokieda, University of Cambridge
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November 20, 2014Mathematics of CrimeAndrea Bertozzi, University of California at Los Angeles

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Public Lecture: Mathematics of Crime Andrea Bertozzi, University of California at Los Angeles
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