In this study, we introduce a nonlinear leukemia dynamical system for a piecewise modified
ABC fractional-order derivative and analyze it for the theoretical as well computational works …

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 …

Recently, many scientists have studied a wide range of strategies for solving characteristic
types of symmetric differential equations, including symmetric fractional differential …

This study focuses on integrodifferential equations involving fractal–fractional differential
operators characterized by exponential decay, power law, and generalized Mittag–Leffler …

This research paper study the existence, uniqueness and Ulam–Hyers stability of the
solutions of a certain system of thegeneralized Caputo fractional differential equations in the …

The deformable derivative [𝒟𝒟] is used in this work to give the necessary restrictions for the
existence of mild solutions for perturbed fractional neutral differential equations [PFNDE] in …

Mathematical methods are extensively used in dealing with simulation and approximation
problems related to computer science, engineering, physics, and many others. Such …

In this work, we are concerned with some qualitative analyses of fractional‐order partial
hyperbolic functional differential equations under the ψ‐Caputo type. To be precise, we …

Dans ce travail, nous nous int eressons à étudier les résultats de l'existence et de l'unicité
des solutions pour un problème différentielle non lin eaire d'ordre fractionnaire, avec la …

In this work, we are concerned with some qualitative analyses of fractional-order partial
hyperbolic functional differential equations under the ψ-Caputo type. To be precise, we …