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Fuzzy differential equations by fuzzy-transform

机译:通过模糊变换的模糊微分方程

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摘要

The fuzzy transform setting (F-transform), as a tool for general continuous approximation of functions, is proposed to approximate the solution of ordinary, interval or fuzzy (levelwise) differential equations; in particular, one of the basic properties of inverse F-transform allows a good approximation of the solution x(t), starting with the uniform approximation of the derivative x′(t) via F-transform. First, the ordinary initial value problem is considered and a global second order approximation is obtained. Then, the interval and fuzzy cases are considered, in the setting of generalized differentiability, and an efficient numerical procedure is proposed.
机译:提出将模糊变换设置(F变换)作为函数的一般连续逼近的工具,以近似常值,区间或模糊(水平)微分方程的解。特别地,逆F变换的基本性质之一允许解x(t)的良好近似,从经由F变换的导数x′(t)的均匀近似开始。首先,考虑普通初始值问题,并获得全局二阶逼近。然后,在广义可微性的设置中,考虑了区间和模糊情况,提出了一种有效的数值程序。

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