Fractional calculus has become a potent tool for simulating the complexity of interactions in
tumor-immune system dynamics. This paper investigates the existence and uniqueness of …

In this article, we study the existence of a solution to the mixed hybrid fractional differential
equations of sequential type with nonlocal integral hybrid boundary conditions. The main …

In this work, the existence and uniqueness of solutions to a sequential fractional (Hybrid)
differential equation with hybrid boundary conditions were investigated by the generalization …

In this study, based on Coitz and Nadler's fixed point theorem and the non-linear alternative
for Kakutani maps, existence results for a tripled system of sequential fractional differential …

In this manuscript, based on the most widespread fixed point theories in literature. The
existence of solutions to the system of nonlinear fractional differential equations with Caputo …

Due to the importance of some physical systems, in this paper, we aim to investigate a
generalized impulsive ρ-Caputo differential equation equipped with ap-Laplacian operator …

This article examines the existence of solutions for mixed hybrid fractional differential
equations of the sequential type with nonlocal integrable hybrid boundary conditions. The …

In the present study, established fixed-point theories are utilized to explore the requisite
conditions for the existence and uniqueness of solutions within the realm of sequential …

This study focuses on examining the existence, uniqueness, and U-lam stability of a solution
for a hybrid fractional equation by utilizing the derivative of Caputo-Hadamard (CH). The …

On class of fractional impulsive hybrid integro-differential equation Page 1 Filomat 38:3 (2024),
1055–1067 https://doi.org/10.2298/FIL2403055H Published by Faculty of Sciences and …