Friday, June 29, 2018 - 14:15 in U2-135
Stochastic homogenization of convolution type operators
A talk in the Oberseminar Analysis series by
Andrey Pyatnitskiy from Narvik
| Abstract: |
The talk will focus on homogenization problem for a convolution type operator with
an integrable statistically homogeneous convolution kernel. Our goal is to prove that
under natural moment and ellipticity conditions this operator admits homogenization.
We will show that the family of rescaled operators converges to a second order elliptic
operator with constant non-random coefficients. (joint project with E. Zhizhina)
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