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In this paper, fully fuzzy linear systems in the form °AÄX° = b% (FFLS) will be discussed, where °An´n is a fuzzy matrix, x and b are (n´1) fuzzy vector. Transforming fully fuzzy linear system in to two crisp linear systems and using the Jacobi iterative and Adomian Decomposition Methods (ADM) a FFLS will be solved.We will show that to find a solution for a (FFLS) our method needs lees iterations in comparison with the Jacobi iterative and Adomian decomposition to the Dehghan methods. For a FFLS it is shown that the ADM is equivalent to the Jacobi iterative method with the less iteration.
کلید واژگان :LR fuzzy number · fuzzy matrix · fuzzy arithmetic · Fully Fuzzy Linear System (FFLS) · Jacobi iterative method · Adomian decomposition method
ارزش ریالی : 600000 ریال
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