The extension of Buckley-Feuring solutions for non-polynomial fuzzy partial differential equations

2008/09/10 by David Gálvez Ruíz, David Galvez, Galvez, David +3
Mathematics · #Fractional Differential Equations Solutions #Functional Equations Stability Results #Fuzzy Systems and Optimization #math.OC #msc:03E72 #msc:46S40

paper · pdf · doi:10.48550/arxiv.0809.1769

5 pages. Part of Ph.D

arxiv created 2008/09/10 · arxiv updated 2009/12/01

Abstract

This paper presents the natural extension of Buckley-Feuring method proposed in \citeBuckleyFeuring99 for solving fuzzy partial differential equations (FPDE) in a non-polynomial relation, such as the operator φ(D_x1, D_x2), which maps to the quotient between both partials. The new assumptions and conditions proceedings from this consideration are given in this document.

Related

• Exact fuzzy solution of the fuzzy heat-like equations
• An Efficient Approach based on Wu’s Method for Solving Fully Fuzzy Polynomial Equations System
• Canonical representation for approximating solution of fuzzy polynomial equations
• Linear Differential Equations with Fuzzy Boundary Values
• An Analytical Study for the System of Nonlinear Fuzzy Differential Equations with a Consequent Application