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Solutions of two-dimensional integral equation systems by using differential transform method

机译:用微分变换法求解二维积分方程组

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摘要

In this paper, two-dimensional differential transform (TDDT) is applied to solve integral equation systems. If the solution of the system considered as a terms of the series expansion of known functions, then this method catches the exact solution.To show capability and robustness of the proposed method, some systems of two-dimensional integral equations are solved.
机译:本文采用二维微分变换(TDDT)求解积分方程组。如果将该系统的解视为已知函数的级数展开的条件,则该方法可以找到确切的解。为了显示所提出方法的能力和鲁棒性,解决了一些二维积分方程组。

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