MEREDUKSI SISTEM PERSAMAAN LINEAR FUZZY PENUH DENGAN BILANGAN FUZZY TRAPESIUM

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2013-05-08

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Abstract

This paper discusses how to solve the equation of fully fuzzy linear system A ~ x  b with A as n  n fuzzy matrix,x and b as n  1 fuzzy vectors, with A ~ x  b with A as n  n fuzzy matrix, ~ the elements which is a trapezoidal fuzzy number developed from a paper by Kumar et al. [4]. or solving the equation of fully fuzzy linear system by spreading form A  ~ x  b into ( A, B, M , N )  ( x , y, z , w )  (b, g , h, k ), so the equation of linear system A  x  b is obtained. Next, this linear equation is solved by using elementary row operations that gives the solution of fully fuzzy linear system.

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Fully fuzzy linear system, row reduced echelon form, trapezoidal fuzzy number

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