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Numerical solution of one-dimensional stochastic integral equations becauseof the randomness has its own problems, i.e. some of them no have analyticallysolution or finding their analytic solution is very difficult. This problem fortwo-dimensional equations is twofold. Thus, finding an efficient way toapproximate solutions of these equations is an essential requirement. To beginthis important issue in this paper, we will give an efficient method based onHaar wavelet to approximate a solution for the two-dimensional linearstochastic Volterra integral equation. We also give an example to demonstratethe accuracy of the method.

Approximation solution of two-dimensional linear stochastic Volterra integral equation by applying the Haar wavelet