Previous Conferences & Workshops

In a series of lectures, I will discuss the proof of Langlands-Shelstad's fundamental lemma for Lie algebra. An overview will be given in the first lecture. In the following lectures, I will focuse on certain aspects of the geometry of the Hitchin...

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.

Let A be subset of {1,...,n}. We say that A is square sum-free if the sum of any two different elements of A is not a square. Erdos and Sarkozy asked whether a square sum-free set can have more than n(1/3+epsilon) elements (motivated by the sequence...

In their great 1960 paper "On the Evolution of Random Graphs" Paul Erdos and Alfred Renyi expresses a special interest in the behavior of the random graph G(n,p) when np was near one. Today we view it through the prism of Percolation Theory. Write c...