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Solutions of fuzzy LR algebraic linear systems using linear programs

机译:用线性程序解模糊LR代数线性系统

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Using linear programs, we give the necessary and sufficient conditions for the solvability of a fuzzy LR algebraic linear system. Fuzzy LR algebraic linear systems are linear systems with LR fuzzy coefficient matrix and an LR fuzzy vector as the right-hand side. We consider an approximate solution when the fuzzy LR algebraic linear system lacks a solution. Also, we propose a linear programming problem to compute a solution or an approximate solution of a fuzzy LR algebraic linear system. Finally, by numerical examples, we show the suitability of our proposed approximate solution in comparison with another proposed approximate solution.
机译:使用线性程序,我们给出了模糊LR代数线性系统的可解性的充要条件。 Fuzzy LR代数线性系统是线性系统,其中LR模糊系数矩阵和LR模糊向量在右侧。当模糊LR代数线性系统缺乏解时,我们考虑一个近似解。此外,我们提出了一个线性规划问题来计算模糊LR代数线性系统的解或近似解。最后,通过数值示例,我们证明了我们提出的近似解与另一种提议的近似解的适用性。

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