Past Events

May

PU/IAS Number Theory

Karl Rubin, University of California - Irvine

Selmer ranks of twists of elliptic curves

Apr

PU/IAS Number Theory

Bart de Smit, Universiteit Leiden

Deformation rings of group representations

Apr

PU/IAS Number Theory

David Zywina, University of Pennsylvania

Split reductions of simple abelian varieties

Apr

PU/IAS Number Theory

Philippe Blanc, Institut de Mathématiques de Luminy

Proof, via smooth homology, of the existence of rational families of H-invariant linear forms on G-induced representations, when G/H is a symmetric, reductive, p-adic space, via smooth homology

Apr

PU/IAS Number Theory

Eric Urban, Columbia University

On a p-adic automorphic construction of Euler systems

Mar

PU/IAS Number Theory

F. Luca, Universidad Nacional Autónoma de México

An estimate for the counting function of prime chains with applications

Mar

PU/IAS Number Theory

Manjul Bhargava, Princeton University

The average rank of elliptic curves

Mar

PU/IAS Number Theory

Vincent Pilloni, Columbia University

Geometric Overconvergent Modular Forms

Feb

PU/IAS Number Theory

Joachim Schwermer, University of Vienna, The Erwin Schrödinger International Institute for Mathematical Physics

On Eisenstein series and the cohomology of arithmetic groups

Feb

PU/IAS Number Theory

William Duke, UCLA

Real quadratic analogues of values of the j-function at CM points

Feb

PU/IAS Number Theory

Vinayak Vatsal, University of British Columbia

Some Remarks on quadratic Twists of L-Functions

Feb

PU/IAS Number Theory

W. Kohnen, Heidelberg University

Generalized modular functions

Dec

PU/IAS Number Theory

Elon Lindenstrauss, Princeton University

An effective proof of the Oppenheim Conjecture

Dec

PU/IAS Number Theory

Abhinav Kumar, MIT and Princeton University

Hilbert modular surfaces through K3 surfaces

Nov

PU/IAS Number Theory

Kiran Kedlaya, MIT

Slope filtrations in families

Nov

PU/IAS Number Theory

Noam Elkies, Harvard University

On the areas of rational triangles or How did Euler (and how can we) solve $xyz(x+y+z) = a$?

Nov

PU/IAS Number Theory

M. Young, Texas A&M University

Mean values with $GL(2)\times GL(3)$ functions

Oct

PU/IAS Number Theory

David Geraghty, Harvard University

Modularity lifting for n-dimensional ordinary Galois representations

Oct

PU/IAS Number Theory

David Geraghty, Harvard University

Generalizations of the Sato-Tate conjecture

Oct

PU/IAS Number Theory

Akshay Venkatesh, Stanford University

Torsion in the homology of arithmetic groups

Oct

PU/IAS Number Theory

Antoine Chambert-Loir, IAS

Volume estimates in analytic and adelic geometry

Oct

PU/IAS Number Theory

Wei Zhang, Harvard University

An arithmetic fundamental lemma for unitary group of three variable

Oct

PU/IAS Number Theory

Frank Calegari, Northwestern University

Even Galois Representations and the Fontaine-Mazur Conjecture