My primary field of interest is extremal combinatorics. In extremal combinatorics, one typically studies the maximum or minimum size of a structure - usually a graph, hypergraph or set system - under some restrictions. For instance, a classical question in extremal graph theory asks for the maximum number of edges in a triangle-free graph. I am particularly interested in the application of probabilistic and analytic (Lagrangians or flag algebras) techniques to extremal problems.
Please visit the following pages for my publications or for a list of conferences and workshops I have attended for an overview of the work I have done so far.