SOLVING DUAL FUZZY NONLINEAR EQUATIONS VIA MODIFIED STIRLING’S METHOD

Authors

  • Umar.A. O Universiti Sultan Zainal Abidin, (Unisza)
  • Mamat. M Universiti Sultan Zainal Abidin, (Unisza)
  • Waziri. M.Y Bayero University, (Buk) Kano, Nigeria

Keywords:

Fixed Point, Fuzzy Parametric Form, Dual Fuzzy Nonlinear Equation

Abstract

Stirling’s method is a root finding method designed to approximate a locally unique fixed point and cannot be used to solve fuzzy nonlinear equations. In this paper we present a modified Stirling’s method for solving dual fuzzy nonlinear equations. The fuzzy coefficient is presented in parametric form. Numerical results on some benchmark problems indicate that the proposed method is efficient

Downloads

Download data is not yet available.

Downloads

Published

2019-09-22

How to Cite

Umar.A. O, Mamat. M, & Waziri. M.Y. (2019). SOLVING DUAL FUZZY NONLINEAR EQUATIONS VIA MODIFIED STIRLING’S METHOD. JOURNAL INFORMATION AND TECHNOLOGY MANAGEMENT (JISTM), 4(14), 84–91. Retrieved from https://gaexcellence.com/jistm/article/view/1089

Issue

Vol. 4 No. 14 (2019): Volume 4 Issues 14 [September, 2019]

Section

Articles