Previous Special Year Seminar
Introduction to Chiral Algebras
Inverse Theorems and Random Matrices
It is an introduction to the topic. We would present several
inverse theorems in additive number theory (starting with
Freiman's) and some overview about their applications. Next, we
discuss the connection between some of these and problems...
Sum-Products Estimates and Applications
It is an introduction to the topic. We would present a proof of
the quantitative sum-product in F^p and the proof of the
exponential sum bound + an overview of what's around.
Electro-Magnetic Duality in Abelian Guage Theory
2:00pm|West Building Lecture Theatre
Whittaker Sheaves, Quantum Groups and Quantum Langlands Duality (after Gaitsgory and Lurie)
Inverse Theorems and Random Matrices
It is an introduction to the topic. We would present several
inverse theorems in additive number theory (starting with
Freiman's) and some overview about their applications. Next, we
discuss the connection between some of these and problems...
Sum-Products Estimates and Applications
It is an introduction to the topic. We would present a proof of
the quantitative sum-product in F^p and the proof of the
exponential sum bound + an overview of what's around.
