Title:  Stochastic homogenization of  zero order convolution type operators.

Abstract. The talk will focus on homogenization problem for a family of 

zero order non-local convolution type operators that satisfy proper moment

and ellipticity conditions.  Under the assumptions that the  coefficients of these

operators are statistically homogeneous and ergodic we  show that the family 

converges to a second order elliptic differential operator with constant coefficients.