Title of article :
Numerical Solution of a Model for Stochastic Polymer Equation Driven by Space–Time Brownian Motion via Homotopy Perturbation Method
Author/Authors :
shekarabi, f. hosseini islamic azad university, karaj branch - department of mathematics, ايران , khodabin, m. islamic azad university, karaj branch - department of mathematics, ايران
Abstract :
The goal of this paper is to give useful method for solving a problem in polymer that is formulated by stochastic mixedVolterra–Fredholm integral equations driven by space–time white noise.Here, we consider homotopy perturbationmethod which consists in constructing the series whose sum is the solution of the considered problem. The method is applied to test examples to illustrate the accuracy and implementation of it. The results reveal that the proposed method is very effective.
Keywords :
Stochastic partial differential equations , Stochastic mixed Voltera–Fredholm integral equations , Random string , Homotopy perturbation method , Brownian motion process , Space–time white noise , Polymer chain
Journal title :
International Journal Of Applied and Computational Mathematics
Journal title :
International Journal Of Applied and Computational Mathematics