We consider a Cauchy problem for stochastic heat equation driven by a real harmonizable fractional stable process Z with Hurst parameter H>1/2 and stability index alpha>1. It is shown that the approximations for its solution, which are defined by truncating the LePage series for Z, converge to the solution.
З 31.12.2014 по 01.03.2015 Наукова бібліотека читачів не обслуговує.
