Speaker
Benedetto Scoppola
(Univ. Tor Vergata Roma)
Description
We will discuss the connection between the cluster expansion
and the probabilistic method, used in order
to give a-priori bounds for discrete combinatorics problems.
Accurate estimates of the radius of convergence of the cluster
expansion, as the Fernandez-Procacci construction, allow better
estimates in the related combinatorics
problems. We provide concrete examples of applications of this
technique.
Primary author
Benedetto Scoppola
(Univ. Tor Vergata Roma)