Abstract : We consider a finite simplicial complex K together with its
successive barycentric subdivisions Sd^d(K),d>0 and study the expected
topology of a random subcomplex in Sd^d(K),d>>0. In this talk, we will present
expected Euler characteristic and asymptotic upper/lower bounds for the
expected Betti numbers of those subcomplexes.

This is a joint work with Jean-Yves Welschinger