Generalized defensive modeling of malware propagation in WSNs using atangana–baleanu–caputo (ABC) fractional derivative
The malware spreading in Wireless Sensor Network (WSN) has lately attracted the attention
of many researchers as a hot problem in nonlinear systems. WSN is a collection of sensor …
of many researchers as a hot problem in nonlinear systems. WSN is a collection of sensor …
Advanced fractional calculus, differential equations and neural networks: Analysis, modeling and numerical computations
Most physical systems in nature display inherently nonlinear and dynamical properties;
hence, it would be difficult for nonlinear equations to be solved merely by analytical …
hence, it would be difficult for nonlinear equations to be solved merely by analytical …
[HTML][HTML] Study of 1+ 1 dimensional fractional order non-linear Benney equation using an analytical technique
The area related to fractional order partial differential equations (FOPDEs) has also attracted
attention. Therefore, we focuss our attention to study nonlinear Benney equations of using …
attention. Therefore, we focuss our attention to study nonlinear Benney equations of using …
[HTML][HTML] Solutions of fractional differential equations by using a blend of variational iteration method with Sumudu transform and application to price adjustment …
The presence of delays in a mathematical model can improve its vitality and suitability in
describing several phenomena. However, in the presence of delays, nonlinear fractional …
describing several phenomena. However, in the presence of delays, nonlinear fractional …
An Efficient Numerical Approach to Solve Fractional Coupled Boussinesq Equations
In this study, we compute and analyze the numerical solution of fractional coupled
Boussinesq equations using fractional-order Laguerre operational matrices of differentiation …
Boussinesq equations using fractional-order Laguerre operational matrices of differentiation …
[HTML][HTML] A Comparative Study of Adomian Decomposition Method with Variational Iteration Method for Solving Linear and Nonlinear Differential Equations
SK Al Baghdadi, NA Ahammad - Journal of Applied Mathematics and …, 2024 - scirp.org
This study compares the Adomian Decomposition Method (ADM) and the Variational
Iteration Method (VIM) for solving nonlinear differential equations in engineering. Differential …
Iteration Method (VIM) for solving nonlinear differential equations in engineering. Differential …
An Efficient Numerical Scheme for a Class of Integro-Differential Equations with it's Convergence and Error Analysis.
SM Seyedi, E Hesameddini - Journal of Mathematical …, 2023 - search.ebscohost.com
In this article, the current work suggests an efficient numerical approximation based on an
operational matrix of Bernstein Polynomials to obtain numerical solution of high-order of …
operational matrix of Bernstein Polynomials to obtain numerical solution of high-order of …
An efficient numerical scheme for a class of integro-differential equations with its convergence and error analysis
E Hesameddini, SM Seyedi - JOURNAL OF MATHEMATICAL …, 2024 - ijmex.com
In this article an efficient numerical approximation based on operational matrix of Bernstein
Polynomials is used to obtain numerical solution of high order of integro-differential …
Polynomials is used to obtain numerical solution of high order of integro-differential …