Previous Conferences & Workshops
Modular Forms, Theta Functions and Algebraic Topology
Michael Hopkins
Modular Forms, Theta Functions and Algebraic Topology
Michael Hopkins
$A^1$-homotopy theory is the homotopy theory for algebraic
varieties and more generally for schemes which is based on the
analogy between the affine line and the unit interval. During this
special year we concentrated on two topics. One was the...
During this academic year, Henryk Iwaniec and Peter Sarnak were
in residence at the Institute for Advanced Study and there was a
program with the purpose to bring together specialists in analytic
number theory and specialists in the analytic theory...
The seminar on Combinatorics and Theoretical Computer Science at
the Institute for Advanced Study took place every Monday at 11 a.m.
in room 101, the seminar room in Simonyi Hall.
- Monday, 27 September 1999
Michael Saks, Rutgers University
An...
EventsLectures on cross functors
by Vladimir Voevodsky,
Wed. 11am in Dilworth Room (first lecture Oct. 10)
For any category $C$ with fiber...
The Practice of Mathematics Robert P. Langlands
Ars longa, vita brevis
There are several central mathematical problems, or complexes of
problems, that every mathematician who is eager to acquire some
broad competence in the subject would like to...
Gauge Theory and Low Dimensional Topology: Past, Present and Future
Gauge Theory and Low Dimensional Topology: Past, Present and Future, III
Naturality of Quantum Cohomology and Birational Geometry
Yongbin Ruan