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Methods for solving LR-bipolar fuzzy linear systems
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DOI：10.1007/s00500-020-05460-z.png)
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摘要
En 中文
In this paper, we propose a technique to solve LR-bipolar fuzzy linear system(BFLS), LR-complex bipolar fuzzy linear (CBFL) system with real coefficients and LR-complex bipolar fuzzy linear (CBFL) system with complex coefficients of equations. Initially, we solve the LR-BFLS of equations using a pair of positive(*) and negative(center dot) of two nxnLR-real linear systems by using mean values and left-right spread systems. We also provide the necessary and sufficient conditions for the solution of LR-BFLS of equations. We illustrate the method by using some numerical examples of symmetric and asymmetric LR-BFLS equations and obtain the strong and weak solutions to the systems. Further, we solve the LR-CBFL system of equations with real coefficients and LR-CBFL system of equations with complex coefficients by pair of positive(*) and negative(center dot) two nxn real and complex LR-bipolar fuzzy linear systems by using mean values and left-right spread systems. Finally, we show the usage of technique to solve the current flow circuit which is represented by LR-CBFL system with complex coefficients and obtain the unknown current in term of LR-bipolar fuzzy complex number.
Keyword:
LR-bipolar fuzzy linear system
LR-bipolar fuzzy number
LR-complex bipolar fuzzy linear system
LR-bipolar fuzzy complex number
期刊
IF:
2.5
论文数:
1.0W
被引数:
2.1W
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