Singular fuzzy linear systems


M. Nikuie




The linear system of equations \(A\tilde{x}=\tilde{b}\) where \(A\) is a \({n\times n}\) singular crisp matrix and the right-hand side is a fuzzy number vector is called a singular fuzzy linear system of equations. Drazin inverse is one of the generalized inverses. In this paper the effect of Drazin inverse in solving such systems using \(LU\) factorization is investigated. Here the computing Drazin inverse and solving singular fuzzy linear systems using MATLAB software are illustrated. stronger.


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