Many real-life problem is mathematically modeled by differential equations, there are always
intrinsic phenomena that are not taken into account and can affect the behavior of such a …

Various scholars have lately employed a wide range of strategies to resolve specific types of
symmetrical fractional differential equations. This paper introduces a new implicit finite …

In this paper, we study a coupled fully hybrid system of (k, Φ)–Hilfer fractional differential
equations equipped with non-symmetric (k, Φ)–Riemann-Liouville (RL) integral conditions …

In recent years, there has been a growing interest in incorporating fractional calculus into
stochastic delay systems due to its ability to model complex phenomena with uncertainties …

The main purpose of the paper is to study the qualitative theory of the solutions of a multi-
point sequential Caputo–type p–Laplacian coupled system. The existence and uniqueness …

This article investigates the approximate controllability of non-linear fractional stochastic
differential inclusions with non-local conditions. We establish a set of sufficient conditions for …

In this paper, the controllability for Hilfer fractional neutral stochastic differential equations
with infinite delay and nonlocal conditions has been investigated. Using concepts from …

The internal atmospheric waves are gravity waves and occur in the inner part of the fluid
system. In this study, a time-fractional model for internal atmospheric waves is investigated …

This article is focused on investigating the mathematical model calibration of a reaction–
diffusion system arising in the mathematical model of the spread of an epidemic in a society …

Various scholars have lately employed a wide range of strategies to resolve specific types of
symmetrical fractional differential equations. This paper introduces a new implicit finite …