This talk will be a progress report on an ongoing research
project which is joint work with Ajay Chandra and Gianluca Guadagni
and which concerns a p-adic analog of the Brydges-Mitter-Scoppola
phi-4 model with...
This lecture was part of the Institute for Advanced Study’s
celebration of its eightieth anniversary, and took place during the
events related to the Schools of Historical Studies and Social
Science.
Jonathan Israel, Professor, School of Historical Studies
This lecture was part of the Institute for Advanced Study’s
celebration of its eightieth anniversary, and took place during the
events related to the Schools of Historical Studies and Social
Science.
Danielle S. Allen, UPS Foundation Professor, School of Social Science; Angelos Chaniotis, Professor, School of Historical Studies
In this talk, Danielle S. Allen, UPS
Foundation Professor in the School of Social Science, and Angelos Chaniotis,
Professor in the School of Historical Studies, present arguments
from two perspectives for the continued relevance of antiquity
to...
Picard moduli spaces parametrize principally polarized abelian
varieties with complex multiplication by the ring of integers in an
imaginary-quadratic field. The loci where the abelian varieties
split off an elliptic curve in a controlled way are...
GALOIS REPRESENTATIONS AND AUTOMORPHIC FORMS SEMINAR
Some automorphic forms, despite the fact they are algebraic, do
not have any interpretation as cohomology classes on a Shimura
variety: therefore nothing is known at present on their
expected...
We give an elementary proof of a generalization of Bourgain and
Tzafriri's Restricted Invertibility Theorem, which says roughly
that any matrix with columns of unit length and bounded operator
norm has a large coordinate subspace on which it is well...
Let H be a fixed graph with h vertices. The graph removal lemma
states that every graph on n vertices with o(nh) copies of H can be
made H-free by removing o(n2) edges. We give a new proof which
avoids Szemeredi's regularity lemma and...