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Inicio  /  Applied System Innovation  /  Vol: 1 Par: 3 (2018)  /  Artículo
ARTÍCULO
TITULO

New Approximation Methods Based on Fuzzy Transform for Solving SODEs: I

Hussein ALKasasbeh    
Irina Perfilieva    
Muhammad Zaini Ahmad and Zainor Ridzuan Yahya    

Resumen

In this paper, new approximation methods for solving systems of ordinary differential equations (SODEs) by fuzzy transform (FzT) are introduced and discussed. In particular, we propose two modified numerical schemes to solve SODEs where the technique of FzT is combined with one-stage and two-stage numerical methods. Moreover, the error analysis of the new approximation methods is discussed. Finally, numerical examples of the proposed approach are confirmed, and applications are presented.

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