This paper deals with the solutions of fuzzy fractional differential equations (FFDEs) under
Riemann–Liouville H-differentiability by fuzzy Laplace transforms. In order to solve FFDEs, it …

In this article, series solution of fuzzy differential equations under strongly generalized
differentiability is introduced. The new approach provides the solution in the form of a rapidly …

Fuzzy differential equations (FDEs) are the general concept of ordinary differential
equations. FDE seems to be a natural way to model the propagation of cognitive uncertainty …

This paper is devoted to considering the existence and uniqueness results for fuzzy
fractional functional integral equations employing the contraction principle. Moreover, the …

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 article, an economic order quantity model has been studied in view of joint impacts of
the memory and learning due to experiences on the decision-making process where …

The present study proposes a fuzzy mathematical model of HIV infection consisting of a
linear fuzzy differential equations (FDEs) system describing the ambiguous immune cells …

In this work, three famous different fuzzy integral transforms have been attempted to
evaluate the exact solution of fuzzy equation based on fuzzy convolution Volterra integral …

We investigate linear differential equations with boundary values expressed by fuzzy
numbers. In contrast to most approaches, which search for a fuzzy-valued function as the …

In this paper, we study the fuzzy Laplace transforms introduced by the authors in
(Allahviranloo and Ahmadi in Soft Comput. 14: 235-243, 2010) to solve only first-order fuzzy …