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New Results on the Solution for a Class of Integral Boundary Value Condition of Delay Partial Differential Equations with Fuzzy Data

机译:模糊数据延迟偏微分方程的一类积分边界值条件的新结果

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This work is an attempt to treat delay partial differential equations with fuzzy data. The main idea is to prove some results on the existence and uniqueness of solutions of intuitionistic fuzzy delay partial functional differential equations with integral boundary conditions by using Banach fixed-point theorem in a new weighted metric space.
机译:这项工作是尝试用模糊数据处理延迟部分微分方程。 主要思想是通过在新加权度量空间中使用Banach Tead-Point定理来证明具有积分边界条件的直觉模糊延迟部分功能微分方程解的存在和唯一性。

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