Solution of the Pythagorean fuzzy wave equation with Pythagorean fuzzy Fourier sine transform
The main objective of this research article is to study the analytical solution of the
Pythagorean fuzzy wave equation under the generalized Hukuhara partial differentiability …
Pythagorean fuzzy wave equation under the generalized Hukuhara partial differentiability …
Fuzzy fractional differential operators and equations
T Allahviranloo - Studies in fuzziness and soft computing, 2021 - Springer
I tried to use my all knowledge and experiences during 22 years on the fuzzy subjects, to
write this book. To this end, I studied many sources that all are in the sources section but the …
write this book. To this end, I studied many sources that all are in the sources section but the …
Variational iteration method for fractional calculus-a universal approach by Laplace transform
A novel modification of the variational iteration method (VIM) is proposed by means of the
Laplace transform. Then the method is successfully extended to fractional differential …
Laplace transform. Then the method is successfully extended to fractional differential …
The solution of fuzzy variational problem and fuzzy optimal control problem under granular differentiability concept
AM Mustafa, Z Gong, M Osman - International Journal of Computer …, 2021 - Taylor & Francis
In this paper, the fuzzy variational problem and fuzzy optimal control problem are
considered. The granular Euler–Lagrange condition for the fuzzy variational problem and …
considered. The granular Euler–Lagrange condition for the fuzzy variational problem and …
New applications of the variational iteration method - from differential equations to q-fractional difference equations
The non-classical calculi such as q-calculus, fractional calculus and q-fractional calculus
have been hot topics in both applied and pure sciences. Then some new linear and …
have been hot topics in both applied and pure sciences. Then some new linear and …
Fuzzy partial differential equations under the cross product of fuzzy numbers
R Alikhani, F Bahrami - Information Sciences, 2019 - Elsevier
This paper presents a new approach for obtaining triangular solutions of linear partial
differential equations with fuzzy coefficients. Our approach is based on employing the …
differential equations with fuzzy coefficients. Our approach is based on employing the …
Fuzzy numerical solution via finite difference scheme of wave equation in double parametrical fuzzy number form
M Almutairi, H Zureigat, A Izani Ismail… - Mathematics, 2021 - mdpi.com
The use of fuzzy partial differential equations has become an important tool in which
uncertainty or vagueness exists to model real-life problems. In this article, two numerical …
uncertainty or vagueness exists to model real-life problems. In this article, two numerical …
[HTML][HTML] A study on linguistic z-graph and its application in social networks
This paper presents a comprehensive study of the linguistic Z-graph, which is a novel
framework designed to analyze linguistic structures within social networks. By integrating …
framework designed to analyze linguistic structures within social networks. By integrating …
Laplace variational iteration method for modified fractional derivatives with non-singular kernel
H Yépez-Martínez, JF Gómez-Aguilar - Journal of Applied and …, 2020 - jacm.scu.ac.ir
A universal approach by Laplace transform to the variational iteration method for fractional
derivatives with the nonsingular kernel is presented; in particular, the Caputo-Fabrizio …
derivatives with the nonsingular kernel is presented; in particular, the Caputo-Fabrizio …
Variational iteration method for solving the time-fractional diffusion equations in porous medium
GC Wu - Chinese Physics B, 2012 - iopscience.iop.org
The variational iteration method is successfully extended to the case of solving fractional
differential equations, and the Lagrange multiplier of the method is identified in a more …
differential equations, and the Lagrange multiplier of the method is identified in a more …