This paper is concerned with the Ulam-Hyers stability (UHs) of Caputo type fuzzy fractional
differential equations (FFDEs) with time-delays. By applying Schauder's fixed point theorem …

We explore a new kind of Caputo-type fractional fuzzy stochastic differential equations
(FFSDEs) with delay. We establish the existence result of FFSDEs with delay by monotone …

In this paper, the existence results of the solution and the finite-time stability (FTS) are
focused for fractional fuzzy differential equations (FFDEs) involving non-instantaneous …

This paper is devoted to studying a class of fuzzy fractional switched implicit differential
equations (FFSIDEs) with non-instantaneous impulses that there are few papers considering …

This paper presents a contemporary introduction of fractional calculus for Type 2 interval-
valued functions. Type 2 interval uncertainty involves interval uncertainty with the goal of …

In this paper, we introduce the definitions of stop** time, forward and backward solutions
to interval-valued differential equations under generalized Hukuhara differentiability, which …

In this paper, a nonlinear integro-dynamic equation on time scales with local initial condition
is considered. The purpose of this paper is to prove existence and uniqueness of solutions …

The rationale and philosophy behind various physical processes and decision-making
scenarios are represented through mathematical modeling of those occurrences. A …

In the current study, a new class of an infinite system of two distinct fractional orders with p-
Laplacian operator is presented. Our mathematical model is introduced with the Caputo …

This manuscript investigates the existence, uniqueness and Ulam–Hyers stability (UH) of
solution to fractional differential equations with non-instantaneous impulses on an arbitrary …