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中文期刊>偏微分方程:英文版
>Study of Stability Criteria of Numerical Solution of Ordinary and Partial Differential Equations Using Eulers and Finite Difference Scheme
Study of Stability Criteria of Numerical Solution of Ordinary and Partial Differential Equations Using Eulers and Finite Difference Scheme
In this paper we have discussed solution and stability analysis of ordinary and partial differential equation with boundary value problem.We investigated periodic stability in Eulers scheme and also discussed PDEs by finite difference scheme.Numerical example has been discussed finding nature of stability.All given result more accurate other than existing methods.
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机译:Finite Type System of Partial Differential Operators and Decomposition of Solutions of Partial Differential Equations (位相解析的方法による偏微分方程式论研究会及び散乱理论の数学研究会报告集)