Homogenisation of a semilinear stochastic evolution problem in a perforated domain
Sango, M (Pretoria)
Friday 12 March 2010, 10:30-11:15
Seminar Room 2, Newton Institute Gatehouse
Abstract
In the talk we deal with an asymptotic analysis of a semilinear stochastic evolution equation with non Lipschitz nonlinearities in a domain with fine grained boundaries in which the obstacles have a non-periodic distribution. Under appropriate conditions on the data, a solution of the initial problem converges in suitable topologies to a solution of a limit problem which contains an additional term of capacity type.
