General Mathematics

    

Numerical Solution of Fuzzy Differential Equations Under Generalized Differentiability by Modified Euler Method

Authors: K.Kanagarajan, R.Suresh

In this paper, we interpret a fuzzy differential equation by using the strongly generalized differentiability concept. Utilizing the Generalized Characterization Theorem, we investigate the problem of finding a nu- merical approximation of solutions. The Modified Euler approximation method is implemented and its error analysis, which guarantees point- wise convergence, is given. The method applicability is illustrated by solving a linear first-order fuzzy differential equation.

Comments: 11 Pages.

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Submission history

[v1] 2014-05-08 01:35:57

Unique-IP document downloads: 1218 times

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