Special Issue: Numerical Methods for Differential, Integral, and Fractional Differential Equations

2026-02-04

Overview

 

This Special Issue provides a high-quality platform for original research focused on the development, analysis, and application of numerical and analytical methods for differential, integral, and fractional equations. It highlights modern methodologies that offer reliable and efficient solutions to mathematical models encountered in science and engineering. The issue seeks to bring together advances in both theoretical analysis and computational techniques for ordinary and partial differential equations, integral and integro-differential equations, and fractional-order models. Emphasis is placed on ensuring accuracy, stability, convergence, and computational efficiency, while also addressing challenges such as complex geometries, nonlocal effects, nonlinearities, and multiscale phenomena. By fostering interaction between theory and computation, this Special Issue aims to showcase innovative approaches that enhance our understanding of mathematical models and improve their practical solvability.

 

Scope of the Special Issue

 

We welcome submissions in (but not limited to) the following areas:

- Ordinary and Partial Differential Equations (ODEs/PDEs): Numerical and analytical methods for linear and nonlinear ODEs/PDEs.

- Integral and Integro-differential Equations: Methods for solving integral and integro-differential equations.

- Fractional-order Models: Techniques for solving fractional differential equations.

- Computational Efficiency and Accuracy: Emphasis on reliable, efficient, and accurate numerical methods.

- Complex Models: Methods addressing nonlinearity, complex geometries, nonlocal effects, and multiscale phenomena.

 

Guest Editor

 

Lead Editor:           Waleed M. Abd-Elhameed, walee_9@yahoo.com  

                                Department of Mathematics, Faculty of Science,

                                Cairo University,

                                Giza 12613,

                                Egypt

 

 

Submissions should present original and high-quality research that is not currently under review elsewhere. All manuscripts will undergo a rigorous double-blind peer review process. Previously published conference papers must be substantially extended and clearly identified during submission.

 

 

Submission Information

Submit it online: http://ojs.wiserpub.com/index.php/CM/user/register

Or send it to the email address: garyli@wiserpub.com

 

 

Submission Guideline

https://ojs.wiserpub.com/index.php/CM/about/submissions

For any inquiries about this Special Issue, please contact the Editors via garyli@wiserpub.com