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

We study a fuzzy fractional differential equation (FFDE) and present its solution using
Zadeh's extension principle. The proposed study extends the case of fuzzy differential …

Using fuzzy differential equations is a rational way of modeling a dynamic system under
possibilistic uncertainty. In modeling real-world phenomena, fuzzy initial value problems …

Financial problems are often based on a rigorous mathematical structure and are strongly
dependent on the imprecision of the input data. In this paper we show how it is possible to …

In this paper, we present the solution of fuzzy initial value problem of the form X′(t)= f (t, X
(t)), X (t 0)= X 0, where X 0 is a symmetric triangular fuzzy interval. In the first part, we review …

Existence and Uniqueness Solutions of Fuzzy Fractional Integration-Differential Problem
Under Caputo gH-Differentiability | SpringerLink Skip to main content Advertisement …

In this paper we formulate a fifth order Runge-Kutta method for solution of fuzzy linear initial
value problem involving ordinary differential equations with trapezoidal and triangular fuzzy …

Abstract The Rivest-Shamir-Adleman (RSA) is a public key cryptosystem widely used in
online transactions over the Internet to secure the data transmission. The security of RSA …

This paper introduces a method of computing functions of trapezoidal fuzzy variable. The
method is based on the implementation of an unconstrained optimisation technique over the …

In this paper, an implicit multistep block method of order three is proposed for solving fuzzy
differential equations. The method is based on diagonally implicit multistep block method …