[PDF][PDF] Positive solution of arbitrary triangular fully fuzzy sylvester matrix equations
This study proposes an algorithm for obtaining the positive solution of a fully fuzzy Sylvester
matrix equation with arbitrary triangular fuzzy coefficients. The algorithm exceeds the
positive restriction to allow the near-zero fuzzy numbers as the fuzzy matrix coefficients. The
construction of the algorithm is based on the max-min arithmetic
matrix equation with arbitrary triangular fuzzy coefficients. The algorithm exceeds the
positive restriction to allow the near-zero fuzzy numbers as the fuzzy matrix coefficients. The
construction of the algorithm is based on the max-min arithmetic
Abstract
This study proposes an algorithm for obtaining the positive solution of a fully fuzzy Sylvester matrix equation with arbitrary triangular fuzzy coefficients. The algorithm exceeds the positive restriction to allow the near-zero fuzzy numbers as the fuzzy matrix coefficients. The construction of the algorithm is based on the max-min arithmetic
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