{"title":"Numerical Solving of General Fuzzy Linear Systems by Huang's Method","authors":"S. J. Hosseini Ghoncheh, M. Paripour","volume":23,"journal":"International Journal of Mathematical and Computational Sciences","pagesStart":810,"pagesEnd":813,"ISSN":"1307-6892","URL":"https:\/\/publications.waset.org\/pdf\/15384","abstract":"
In this paper the Huang-s method for solving a m×n fuzzy linear system when, m≤ n, is considered. The method in detail is discussed and illustrated by solving some numerical examples.<\/p>\r\n","references":"[1] M. Friedman, M. Ming, A. Kandel, \"Fuzzy linear systems,\" Fuzzy sets\r\nSyst. 96 (1998) 201-209.\r\n[2] B. Asady, S. Abbasbandy, M. Alavi, \"Fuzzy general linear systems,\"\r\nApll. Math. Comput. 169 (2005) 34-40.\r\n[3] B. Zheng, K. Wang, \"General fuzzy linear systems,\" Appl. Math.\r\nComput.(in press).\r\n[4] K. Wang, B. Zheng, \"Inconsistent fuzzy linear systems,\" Appl. Math.\r\nComput. (In press).\r\n[5] R. Goetschell, W. Voxman, \"Elementary calculs\", Fuzzy sets syst. 18\r\n(1986) 31-43.\r\n[6] M. Ma, M. Friedman, A. Kandel, \"A new fuzzy arithmetic,\" Fuzzy sets\r\nand syst. 108 (1999) 83-90.\r\n[7] D. Dubois, H.prade, \"Fuzzy set systems: Theory and Application,\"\r\nAcademic Press, New York, 1980.\r\n[8] J. Abaffy, E. Spedicato, \"ABS Projection Algorithms,\" John Wiley, New\r\nYork, 1989.","publisher":"World Academy of Science, Engineering and Technology","index":"Open Science Index 23, 2008"}