Special Issue: Recent Advances in Numerical Methods for Differential Equations
In the applied sciences and engineering, differential equations are essential for modelling a variety of phenomena. Recent advances in the theory, numerical analysis, and applications of ordinary and partial differential equations are the focus of this special issue. We especially welcome contributions that concentrate on cutting-edge numerical schemes and their application to practical problems. Fractional differential equations, boundary value problems, nonlinear systems, collocation-based techniques, meshless methods, finite element techniques, and machine learning approaches to differential equation solving are a few examples of possible topics.
Our goal is to compile excellent original research articles and review papers that showcase the most recent developments, issues, and trends in this important area of applied mathematics.
- Differential equations
- Numerical methods for differential equations
- Nonlinear systems of differential equations
- Boundary value problems
- Differential equations having nonlocal type conditions
- Fractional differential equations
- Singular perturb differential equations
- Delay differential equations
- Collocation methods for differential equations
- Machine learning in differential equations
- Meshless and Finite element methods for differential equations
Submission Deadline: December 30, 2025
Guest Editor:
Dr. Muhammad Ahsan,
Assistant Professor, Department of Mathematics, University of Swabi, Pakistan
Post Doc fellow, Harbin Institute of Technology, Shenzhen, China.
Email: ahsankog@uoswabi.edu.pk
Submission Information
Submit it online: http://ojs.wiserpub.com/index.php/CM/user/register
Or send it to the email address: se-cm@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 se-cm@wiserpub.com