In this research, we address the problem of solving (1+ 1)-dimensional fractional coupled
nonlinear Schrödinger equations (FCNLSE) with beta derivatives, which are essential for …

In order to describe the photothermal dynamic behavior of viscoelastic semiconductor
materials, the authors of this work propose a fractional modification of the Kelvin-Voigt type …

A Review on Algorithms of Laplace Adomian Decomposition Method for FPDEs Page 1
Scientific Research Journal of Multidisciplinary Abbreviated Key Title:Sci. Res. Jr Multidisc …

A Review on Algorithms of Sumudu Adomian Decomposition Method for FPDEs Page 1
Quest Journals Journal of Research in Applied Mathematics Volume 8 ~ Issue 8 (2022) pp …

To solve fractional-order differential equations (FODEs) with Antagana-Baleanu fractional
operator (ABFO), an efficient strategy based on variational iteration method (VIM) and …

Fractional calculus techniques are effectively used in many fields of science and
engineering, one of the techniques is the Sumuduhomotopy permutation method (SHPM) …

This paper aims to derive the mathematical model of modified heat conduction by utilizing
the Goufo-Caputo fractional operator in an infinite-length cylinder subjected to various time …

The Fractional Fokker-Planck Equation Analysis with the Caputo-Fabrizio Operator Page 1
INTERNATIONAL JOURNAL OF MULTIDISCIPLINARY RESEARCH AND ANALYSIS ISSN(print) …

In this paper, we derive a new generalized integral transform on Dzherbashian–Nersesian
fractional operator and give some special cases. We make a generalization of the …

This paper discusses the natural homotopy permutation approach as follows, Definitions
and attributes connected to this work are stated, and the technique's algorithm is also …