a practical method for solving fuzzy matrix systems

In this paper‎, ‎a method is proposed to solve fuzzy matrix system of equation as‎ $ ailde{x}=ilde{b} $‎ ‎where‎‎$ a $‎ is a known real matrix‎, $ ilde{b} $‎ ‎is a known fuzzy matrix and‎ ‎$ ilde{x} $‎ ‎is an unknown fuzzy matrix‎. ‎the calculus operations based on transmission average is reviewed and the inverse matrix method is defined to determine the system solution‎. ‎moreover‎, ‎by transforming the fuzzy matrix system‎ $ ailde{x}+bilde{x}=ilde{c} $‎ to‎‎$ (a+b)ilde{x}cong ilde{c} $‎ where‎ $ a $‎ and‎ $ b $‎ are real known matrices‎, $ ilde{c} $‎ is known fuzzy matrix and‎‎$ ilde{x} $‎ is an unknown fuzzy matrix‎, ‎the problem is solved using inverse matrix method‎.‎finally‎, ‎simple numerical methods are presented to show the effectiveness of the proposed method‎.