Handling systems of incommensurate fractional order equations using improved fractional euler method
This paper targets to introduce a new numerical scheme for solving an incommensurate
system of fractional order differential equations, which would be carried out by using a …
system of fractional order differential equations, which would be carried out by using a …
Numerical solution for incommensurate system of fractional order differential equations
Numerical Solution for Incommensurate System of Fractional Order Differential Equations Page
1 Numerical Solution for Incommensurate System of Fractional Order Differential Equations 1st …
1 Numerical Solution for Incommensurate System of Fractional Order Differential Equations 1st …
New algorithms for dealing with fractional initial value problems
This work purposes to establish two small numerical modifications for the Fractional Euler
method (FEM) and the Modified Fractional Euler Method (MFEM) to deal with fractional initial …
method (FEM) and the Modified Fractional Euler Method (MFEM) to deal with fractional initial …
A mathematical study on a fractional-order SEIR Mpox model: analysis and vaccination influence
This paper establishes a novel fractional-order version of a recently expanded form of the
Susceptible-Exposed-Infectious-Recovery (SEIR) Mpox model. This model is investigated by …
Susceptible-Exposed-Infectious-Recovery (SEIR) Mpox model. This model is investigated by …
A robust scheme for reduction of higher fractional-order systems
The objective of this work is to present a numerical solution to a system of higher fractional-
order differential equations with initial value problems. In order to achieve this objective, we …
order differential equations with initial value problems. In order to achieve this objective, we …
[PDF][PDF] Two-dimensional fractional wave equation via a new numerical approach
The main goal of this work is to solve the fractional wave equation in two dimensions
numerically with the use of some novel fractional formulas. In particular, the proposed …
numerically with the use of some novel fractional formulas. In particular, the proposed …
[PDF][PDF] Numerical advancements: A duel between Euler-Maclaurin and Runge-Kutta for initial value problem
This work is dedicated to advancing the approximation of initial value problems through the
introduction of an innovative and superior method inspired by the Euler-Maclaurin formula …
introduction of an innovative and superior method inspired by the Euler-Maclaurin formula …
[PDF][PDF] Fractional Approach to Two-Group Neutron Diffusion in Slab Reactors
The two-energy neutron diffusion model in slab reactors characterizes neutron behavior
across two energy groups: fast and thermal. Fast neutrons, generated by fission, decelerate …
across two energy groups: fast and thermal. Fast neutrons, generated by fission, decelerate …
Handling a Commensurate, Incommensurate, and Singular Fractional-Order Linear Time-Invariant System
From the perspective of the importance of the fractional-order linear time-invariant (FoLTI)
system in plenty of applied science fields, such as control theory, signal processing, and …
system in plenty of applied science fields, such as control theory, signal processing, and …
A new fractional approach for the higher-order q-Taylor method
The main goal of this work is to propose a new fractional approach of the higher-order q-
Taylor method with Initial Value Problems (IVPs) for fractional q-difference equations which …
Taylor method with Initial Value Problems (IVPs) for fractional q-difference equations which …