In this paper the fuzzy Caputo fractional differential equation (FCFDE) under the
Generalized Hukuhara differentiability is introduced. Also the existence and uniqueness of …

Generalized derivative and π-derivative for set-valued functions - ScienceDirect Skip to
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A natural way to model dynamic systems under uncertainty is to use fuzzy initial value
problems (FIVPs) and related uncertain systems. In this paper, we express the fuzzy Laplace …

In this paper, a novel operator method is proposed for solving fuzzy linear differential
equations under the assumption of strongly generalized differentiability. To this end, the …

In this paper, we study different formulations of first order linear fuzzy differential equations
using the concept of generalized differentiability. We present sufficient conditions for the …

This study presents a new analytical method to extract the fuzzy solution of the fuzzy initial
value problem (FIVP) of fourth-order fuzzy ordinary differential equations (FODEs) using the …

The aim of this paper is to develop a differential calculus for functions with values in a
quasilinear metric space. Using only the metric on a quasilinear metric space and without …

CCIS 81 - Existence and Uniqueness of Solutions of Fuzzy Volterra Integro-differential
Equations Page 1 Existence and Uniqueness of Solutions of Fuzzy Volterra Integro-differential …

In this paper, we study the numerical solution of hybrid fuzzy differential equations by using
Adomian decomposition method (ADM). This is powerful method which consider the …

With the fuzzy set theory, the uncertainty of nonlinear systems can be modeled using fuzzy
differential equations. The solutions of these equations are the model output, but they are …