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Solving Fuzzy Differential Equations using Third Order Runge Kutta Based on Contraharmonic Mean

机译：基于对施法均值的三阶跑步库求解模糊微分方程

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摘要

In this paper a three stage Runge Kutta method based Contraharmonic Mean is applied for solving fuzzy differential equations based on generalized Hukuhara differentiability. This study intends to explore an explicit method which can be improved and modified to solve fuzzy differential equations. Some definitions and theorem are reviewed as a basis in solving fuzzy differential equations. A numerical example is given to illustrate the accuracy of the method. The comparison with the existing method is also discussed. The proposed method gives better numerical results and suitable for solving fuzzy differential equations.
机译：本文基于广义Hukuhara可分解的基于对施法式施加模糊微分方程的三阶段漫游方法。本研究打算探讨可以改进和修改的显式方法，以解决模糊微分方程。在解决模糊微分方程的基础上审查了一些定义和定理。给出了数值示例以说明方法的准确性。还讨论了与现有方法的比较。该方法提供了更好的数值结果，并且适用于求解模糊微分方程。

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