Abstract
In this paper, we focus on solving linear system of equations with fuzzy parameters. We employ Dubois and Prades approximate arithmetic operators on LR fuzzy numbers to find a positive fuzzy vector \(\tilde{x}\) which satisfies \(\tilde{A}\otimes \tilde{x}=\tilde{b}\), where \(\tilde{A}\) and \(\tilde{b}\) are the fuzzy matrix and vector, respectively. We shall illustrate our method by solving some numerical examples.
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