In this paper, we investigate the analytic and approximate solutions of second-order, two-
point fuzzy boundary value problems based on the reproducing kernel theory under the …

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 …

In this paper, we interpret a two-point boundary value problem for a second order fuzzy
differential equation by using a generalized differentiability concept. We present a new …

The mathematical structure of some natural phenomena of nonlinear physical and
engineering systems can be described by a combination of fuzzy differential equations that …

In this paper, we study first order linear fuzzy differential equations by using the generalized
differentiability concept and we present the general form of their solutions. We also correct …

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 …

The uncertainties or fuzziness occurs due to insufficient knowledge, experimental error,
operating conditions, and parameters that give the imprecise information. In this article, we …

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 propose the fuzzy Shehu transform method (FSTM) using Zadeh's
decomposition theorem and fuzzy Riemann integral of real-valued functions on finite …

This paper aims to present a novel optimization technique, the residual power series (RPS),
for handling certain classes of fuzzy fractional differential equations of order 1< γ≤ 2 under …