Past Events
May
20
PU/IAS Number Theory
David Brady, Duke University
Forward model coding in compressive optical imagers
May
19
PU/IAS Number Theory
Ingrid Daubechies, Duke University
Finding (dis)similarities between surfaces using conformal geometry
May
12
PU/IAS Number Theory
T. Schlank, Hebrew University
Relative Homotopy type and obstructions to the existence of rational points
Apr
28
PU/IAS Number Theory
P. Salberger, Chalmers University
Serre´s conjectures on the number of rational points of bounded height
Apr
21
PU/IAS Number Theory
Henri Darmon, McGill University
Algebraic cycles and Euler systems for real quadratic fields
Mar
24
Mar
17
PU/IAS Number Theory
Wladimir de Azevedo Pribitkin, College of Staten Island, CUNY
Niebur Integrals and Mock Automorphic Forms
Mar
10
Mar
03
PU/IAS Number Theory
Kartik Prasanna, University of Michigan, Ann Arbor
Periods of quaternionic Shimura varieties
Feb
24
Feb
17
Feb
10
PU/IAS Number Theory
David Masser, University of Basel, Switzerland
Impossible intersections for elliptic curves
Dec
16
PU/IAS Number Theory
Henryk Iwaniec, Rutgers University
Weyl's sums for roots of quadratic congruences
Dec
09
PU/IAS Number Theory
Benedict Gross, Harvard University
Parahoric subgroups and supercuspidal representations of $p$-adic groups
Dec
02
PU/IAS Number Theory
Christopher Skinner, Princeton University and IAS
The Iwasawa Main Conjectures for Modular Forms
Nov
18
PU/IAS Number Theory
Tasho Kaletha, Princeton University and IAS
Endoscopic transfer of depth-zero supercuspidal L-packets
Nov
11
PU/IAS Number Theory
Shou-Wu Zhang, Columbia University
Periods of special cycles and derivatives of L-series
Oct
28
PU/IAS Number Theory
Jacob Tsimerman, Princeton University
Constructing Abelian varieties over Qbar not isogenous to a Jacobian
Oct
21
PU/IAS Number Theory
Chris Hall, University of Wyoming
Expanding the scope of Hilbert irreducibility
Oct
14
PU/IAS Number Theory
Frank Calegari, Northwestern University, IAS
Even Galois Representations and the Fontaine-Mazur conjecture
Oct
07
PU/IAS Number Theory
Samit Dasgupta, University of California, Santa Cruz
An integral Eisenstein-Sczech cocycle on $GL_n(Z)$ and $p$-adic L-functions of totally real fields