This paper aims to present a novel optimization technique, the residual power series (RPS), for handling certain classes of fuzzy fractional differential equations of order 1<γ≤2 under strongly generalized differentiability. The proposed technique relies on generalized Taylor formula under Caputo sense aiming at extracting a supportive analytical solution in convergent series form. The RPS algorithm is significant and straightforward tool for creating a fractional power series solution without linearization, limitation on the problem’s nature, sort of classification, or perturbation. Some illustrative examples are provided to demonstrate the feasibility of the RPS scheme. The results obtained show that the scheme is simple and reliable and ...
This paper deals with the numerical solutions of fuzzy fractional differential equations under Caput...
In this article, an effective numerical solution for fractional fuzzy differential equations of orde...
This paper presents the use of a Taylor series for fuzzy multiobjective linear fractional programmin...
In this article, an attractive numeric–analytic algorithm, called the fractional residual power seri...
In this article, an effective numerical solution for fractional fuzzy differential equations of orde...
In this article, analytical exact and approximate solutions for fractional physical equations are ob...
The aim of the present paper is present a relatively new analytical method, called residual power se...
Abstract A powerful analytical approach, namely the fractional residual power series method (FRPS), ...
We study a fuzzy fractional differential equation (FFDE) and present its solution using Zadeh’s exte...
In this study, we develop perturbation–iteration algorithm (PIA) for numerical solutions of some typ...
The development of numeric-analytic solutions and the construction of fractional-order mathematical ...
The objective of this research has been devoted to solve linear fuzzy fractional differential equati...
This paper deals with the solutions of fuzzy fractional differential equations (FFDEs) under Caputo ...
The Homotopy Analysis Method (HAM) is an approximate-analytical method for solving linear and nonlin...
In this paper, the analytic-approximate solution for a class of quadratic Riccati differential equat...
This paper deals with the numerical solutions of fuzzy fractional differential equations under Caput...
In this article, an effective numerical solution for fractional fuzzy differential equations of orde...
This paper presents the use of a Taylor series for fuzzy multiobjective linear fractional programmin...
In this article, an attractive numeric–analytic algorithm, called the fractional residual power seri...
In this article, an effective numerical solution for fractional fuzzy differential equations of orde...
In this article, analytical exact and approximate solutions for fractional physical equations are ob...
The aim of the present paper is present a relatively new analytical method, called residual power se...
Abstract A powerful analytical approach, namely the fractional residual power series method (FRPS), ...
We study a fuzzy fractional differential equation (FFDE) and present its solution using Zadeh’s exte...
In this study, we develop perturbation–iteration algorithm (PIA) for numerical solutions of some typ...
The development of numeric-analytic solutions and the construction of fractional-order mathematical ...
The objective of this research has been devoted to solve linear fuzzy fractional differential equati...
This paper deals with the solutions of fuzzy fractional differential equations (FFDEs) under Caputo ...
The Homotopy Analysis Method (HAM) is an approximate-analytical method for solving linear and nonlin...
In this paper, the analytic-approximate solution for a class of quadratic Riccati differential equat...
This paper deals with the numerical solutions of fuzzy fractional differential equations under Caput...
In this article, an effective numerical solution for fractional fuzzy differential equations of orde...
This paper presents the use of a Taylor series for fuzzy multiobjective linear fractional programmin...