Optimal Control and Differential Equations: Theory and Applications

Deadline for manuscript submissions: 31 December 2025

 

Special Issue Editors

 

Dr. Serkan Araci Website  E-Mail: serkan.araci@hku.edu.tr
Guest Editor
Hasan Kalyoncu University, Turkey
Interests:
Special functions and polynomials, p-adic analysis, q-analysis, Umbral calculus

Dr. Ayse Karagenc Website  E-Mail: ayse_karagenc@hotmail.com
Guest Editor
Gaziantep University, Turkey
Interests:
Special functions and polynomials, p-adic analysis, q-analysis, Umbral calculus

Dr. Fuat Usta Website  E-Mail: fuatusta@duzce.edu.tr
Guest Editor
Düzce University, Turkey
Interests:
fractional differential & integral equations, approximation theory, modeling and analysis of special functions

Dr. Ugur Duran Website  E-Mail: ugur.duran@iste.edu.tr
Guest Editor
Iskenderun Technical University, Turkey
Interests:
Special functions and polynomials, p-adic analysis, q-analysis, Umbral calculus

Dr. Mehmet Acikgoz Website  E-Mail: acikgoz@gantep.edu.tr
Guest Editor
Gaziantep University, Turkey
Interests:
Special functions and polynomials, p-adic analysis, q-analysis, Umbral calculus

Burcu Dogruer Dogan Website  E-Mail: burcudorguer@gmail.com
Communication Editor
Gaziantep University, Turkey
Interests:
Special functions and polynomials, p-adic analysis, q-analysis, Umbral calculus

 

Special Issue Information

 

This special issue explores the deep connections between optimal control theory, differential equations, and the rich mathematical framework of special functions and polynomials. These tools play a critical role in solving control problems and modeling complex systems. Key topics include:


·Special Functions in Optimal Control
·Orthogonal Polynomials in Numerical Methods
·Differential Equations and Special Functions
·Emerging Applications of Probabilistic and q-Polynomials

 

This special issue invites discussions on analytical advancements, numerical methods, and applications of special functions and polynomials in solving real-world optimal control and differential equation problems.

 

Keywords:

Optimal control

Special functions

ODE

PDE

Orthogonal polynomials

 

Published Papers