|| Special Issue || Advances in Ordinary and Partial Differential Equations with Applications

Deadline for Submissions: 1 December 2023

Special Issue Editors

Guest Editor

Prof. Dr. Ali Akgül

E-mail

Website

Affiliation

Art and Science Faculty, Department of Mathematics, Sirt University, 56100 Sirt, Turkey

Interests

applied mathematics

Guest Editor

Dr. Shabir Ahmad

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Website

Affiliation

Department of Mathematics, University of Malakand, Lower Dir 18300, Khyber Pakhtunkhwa, Pakistan

Interests

fractional calculus; fuzzy differential equations; mathematical biology; mathematical physics

Special Issue Information

Nonlinear processes are studied via ordinary and partial differential equations. Differential equations have been used in the analysis of physical problems that occur in engineering and some other fields of applied sciences. There are several approaches to studying and applying ordinary and partial differential equations. Some of them are theoretical analyses, which include the existence of solutions, the stability of dynamical systems, and the well-posedness of physical systems. On the other hand, solutions of nonlinear ordinary and partial differential equations have been studied via analytical and numerical methods.

This special issue aims to collect high-quality original papers on the theoretical and numerical analysis of differential equations and their applications in different fields of science.

Topics to be included:

(1)    New analytical and numerical methods for the solution of differential equations

(2)    Well-posedness and stability

(3)    Fractional differential equations

(4)    Nonlinear evolution equations

(5)    Applications of integral transforms

(6)    Chaotic systems

(7)    Fuzzy differential equations

(8)    Stochastic differential equations and their applications

(9)    Differential equations in fluid mechanics

(10)  Differential equations in artificial intelligence.

Published Papers

This special issue is now open for submission.