The main purpose of this paper is to solve a dual fuzzy linear system algebraically. In
considered systems, the coefficient matrices are crisp-valued matrices and the left and right …

The aim of this research is to apply a novel technique based on the embedding method to
solve the n× n fuzzy system of linear equations (FSLEs). By using this method, the strong …

The fuzzy matrix equations A~⊗ X~⊗ B~= C~ in which A~, B~, and C~ are m× m, n× n, and
m× n nonnegative LR fuzzy numbers matrices, respectively, are investigated. The fuzzy …

In this paper, we focus on generalized fuzzy complex numbers and provide several
examples of membership functions and graphical representations of these numbers. Then, a …

In this paper, the fuzzy matrix equation $ A\widetilde {X} B=\widetilde {C} $ in which $ A, B $
are $ n\times n $ crisp matrices respectively and $\widetilde {C} $ is an $ n\times n …

Abstract Recently, Behera and Chakraverty [Solving fuzzy complex system of linear
equations, Information Sciences 277 (2014) 154–162] proposed a new method for solving …

In this paper, we present a new method for solving a dual fuzzy linear system (DFLS), AX˜+
C˜= BX˜+ D˜, where the coefficient matrices A and B are arbitrary real m× n matrices and C˜ …

In this paper, we proposed a new method for approximating solutions of fully fuzzy linear
systems in the dual form. For this purpose, we solve the original problem in the 1-cut position …

In this paper, the fuzzy polynomial is introduced and applied to investigate the least squares
approximation problem based on LR fuzzy numbers. A new and simple approach to solve …

In paper a general fuzzy matrix equation XA= Bis investigated by using the embedding
approach. A numerical procedure for calculating the solution is designed and a sufficient …