2015Unpublished venueRequires access

Revised solution of an overdetermined fuzzy linear system of equations

Tofigh Allahviranloo, Mozhdeh Afshar Kermani, Masoud Shafiee

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Abstract

Abstract — In this paper, we study the m × n fuzzy linear system (m> n) using a numerical method. A numerical method for finding least-squares solution of an overdetermined fuzzy system of linear equation by applying an orthogonal matrix to coefficients matrix is given. we show here the orthogonal matrix has special structure if the coefficient matrix has too. Procedure for calculating the solution is illustrated in some

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What this paper is about

Abstract — In this paper, we study the m × n fuzzy linear system (m> n) using a numerical method. A numerical method for finding least-squares solution of an overdetermined fuzzy system of linear equation by applying an orthogonal matrix to coefficients matrix is given. we show here the orthogonal matrix has special structure if the coefficient matrix has too. Procedure for calculating the solution is illustrated in some

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Available abstract

Abstract — In this paper, we study the m × n fuzzy linear system (m> n) using a numerical method. A numerical method for finding least-squares solution of an overdetermined fuzzy system of linear equation by applying an orthogonal matrix to coefficients matrix is given. we show here the orthogonal matrix has special structure if the coefficient matrix has too. Procedure for calculating the solution is illustrated in some

Key concepts: Overdetermined system, Coefficient matrix, Mathematics, System of linear equations, Linear system, Matrix (chemical analysis), Applied mathematics, Linear equation

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