EBSCO Logo
Connecting you to content on EBSCOhost
Results
Title

A fractional Temimi‐Ansari method (FTAM) with convergence analysis for solving physical equations.

Authors

Arafa, Anas A. M.; El‐Sayed, Ahmed M. A.; SH. Hagag, Ahmed M.

Abstract

The aim of this paper is to describe the new fractional Temimi‐Ansari method (FTAM) for the KdV‐Burgers equation and the Benjamin‐Bona‐Mahoney‐Burger equation (BBMB) with time fractional order. Convergence of the presented method has been successfully achieved. This method does not need any assumptions for nonlinear terms. FTAM with time fractional order is demonstrated to be a very simple and effective approach to solving nonlinear fractional problems. The accuracy and efficiency of FTAM has been demonstrated by studying the convergence of this technique.

Subjects

NONLINEAR equations; EQUATIONS; FRACTIONAL calculus

Publication

Mathematical Methods in the Applied Sciences, 2021, Vol 44, Issue 8, p6612

ISSN

0170-4214

Publication type

Academic Journal

DOI

10.1002/mma.7212

EBSCO Connect | Privacy policy | Terms of use | Copyright | Manage my cookies
Journals | Subjects | Sitemap
© 2025 EBSCO Industries, Inc. All rights reserved