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LU Decomposition Scheme for Solving m-Polar Fuzzy System of Linear Equations

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This paper presents a new scheme for solving - polar fuzzy system of linear equations ( - PFSLEs) by using LU decomposition method. We assume the coefficient matrix of the… Click to show full abstract

This paper presents a new scheme for solving - polar fuzzy system of linear equations ( - PFSLEs) by using LU decomposition method. We assume the coefficient matrix of the system is symmetric positive definite, and we discuss this point in detail with some numerical examples. Furthermore, we investigate the inconsistent - polar fuzzy matrix equation ( - PFME) and find the least square solution (LSS) of this system by using generalized inverse matrix theory. Moreover, we discuss the strong solution of - polar fuzzy LSS of the inconsistent - PFME. In the end, we present a numerical example to illustrate our approach.

Keywords: fuzzy; fuzzy system; solving polar; scheme solving; polar fuzzy

Journal Title: Mathematical Problems in Engineering
Year Published: 2020

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