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Equidistribution of Eisenstein series

Matthew Young

Texas A&M

November 9, 2015 • 12:00 AM

Computational Aspects of L-functions

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Sato-Tate groups of higher weight motives

Kiran Kedlaya

University of California, San Diego

October 23, 2015 • 12:00 AM

Explicit Methods for Modularity of K3 Surfaces and Other Higher Weight Motives

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Mordell-Weil group of isotrivial families of curves

Remke Kloosterman

Humboldt Universitaet zu Berlin

October 23, 2015 • 12:00 AM

Explicit Methods for Modularity of K3 Surfaces and Other Higher Weight Motives

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Testing automorphicity of lifts of Hilbert modular forms

Clifton Cunningham

University of Calgary

October 23, 2015 • 12:00 AM

Explicit Methods for Modularity of K3 Surfaces and Other Higher Weight Motives

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Moduli spaces of genus 2 curves with split Jacobians through K3 surfaces

Abhinav Kumar

Stony Brook University

October 22, 2015 • 12:00 AM

Explicit Methods for Modularity of K3 Surfaces and Other Higher Weight Motives

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Higher rank theta lifts and applications to modularity

Lassina Dembele

Warwick University

October 22, 2015 • 12:00 AM

Explicit Methods for Modularity of K3 Surfaces and Other Higher Weight Motives

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Calabi-Yau threefolds of Borcea-Voisin type and Arithmetic Mirror Symmetry

Noriko Yui

Queen's University

October 22, 2015 • 12:00 AM

Explicit Methods for Modularity of K3 Surfaces and Other Higher Weight Motives

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Arithmetic Mirror Symmetry of K3 surfaces and Hypergeometric Functions

Adriana Salerno

Bates College

October 22, 2015 • 12:00 AM

Explicit Methods for Modularity of K3 Surfaces and Other Higher Weight Motives

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Mirror symmetry and K3 surface zeta functions.

Ursula Whitcher

University of Wisconsin-Eau Claire

October 22, 2015 • 12:00 AM

Explicit Methods for Modularity of K3 Surfaces and Other Higher Weight Motives

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Complex multiplication and K3 surfaces over finite fields

Lenny Taelman

University of Amsterdam

October 21, 2015 • 12:00 AM

Explicit Methods for Modularity of K3 Surfaces and Other Higher Weight Motives

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K3 surfaces with real multiplication

Joerg Jahnel

University of Siegen

October 21, 2015 • 12:00 AM

Explicit Methods for Modularity of K3 Surfaces and Other Higher Weight Motives

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One parameter families of Calabi--Yau threefolds with trivial monodromy

Slawomir Cynk

Jagiellonian University

October 21, 2015 • 12:00 AM

Explicit Methods for Modularity of K3 Surfaces and Other Higher Weight Motives

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Video Archive

Equidistribution of Eisenstein series

Sato-Tate groups of higher weight motives

Mordell-Weil group of isotrivial families of curves

Testing automorphicity of lifts of Hilbert modular forms

Moduli spaces of genus 2 curves with split Jacobians through K3 surfaces

Higher rank theta lifts and applications to modularity

Calabi-Yau threefolds of Borcea-Voisin type and Arithmetic Mirror Symmetry

Arithmetic Mirror Symmetry of K3 surfaces and Hypergeometric Functions

Mirror symmetry and K3 surface zeta functions.

Complex multiplication and K3 surfaces over finite fields

K3 surfaces with real multiplication

One parameter families of Calabi--Yau threefolds with trivial monodromy

Video Archive

Equidistribution of Eisenstein series

Sato-Tate groups of higher weight motives

Mordell-Weil group of isotrivial families of curves

Testing automorphicity of lifts of Hilbert modular forms

Moduli spaces of genus 2 curves with split Jacobians through K3 surfaces

Higher rank theta lifts and applications to modularity

Calabi-Yau threefolds of Borcea-Voisin type and Arithmetic Mirror Symmetry

Arithmetic Mirror Symmetry of K3 surfaces and Hypergeometric Functions

Mirror symmetry and K3 surface zeta functions.

Complex multiplication and K3 surfaces over finite fields

K3 surfaces with real multiplication

One parameter families of Calabi--Yau threefolds with trivial monodromy