Fourth Edition of the International Conference on Research in Applied Mathematics and Computer Science ICRAMCS 2022
 March 24-25-26, 2022
Online and Face-to-Face Conference

ICRAMCS, 4 (2022) | Proceedings ISSN: 2605-7700

Research Communication | Open Access
Volume 2022 | Communication ID 435
Random Coupled Systems of Fractional Integro-Differential equations with Fixed and Nonlocal Anti-Periodic Boundary Conditions
Abdeldjalil Slama, Mohammed Debagh
Academic Editor: Youssef EL FOUTAYENI
Received
Accepted
Published
January 31, 2022
March 03, 2366
April 15, 2366

Abstract: Functional differential equations with random effects are stochastic generalizations of (classical) Functional differential equations and play a fundamental role in the theory of random dynamical systems. Slama et al. [4] investigated the existence, uniqueness and stability of solutions for coupled system of two Caputo fractional derivatives of different orders and a Riemann -Liouville type integral nonlinearity with Fixed and Nonlocal Anti-Periodic Boundary Conditions. Abbas et al. [1] give some existence and uniqueness result of random solutions for some coupled systems of Hilfer and ...