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A New Fuzzy Linear Programming Model and Its Solving Method

机译:一种新的模糊线性规划模型及其求解方法

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摘要

To consummate and generalize theory of fuzzy linear programming with fuzzy objective function coefficients, a more universal fuzzy linear programming with fuzzy objective function coefficients-fuzzy linear programming with fuzzy objective function coefficients value range boundaries is studied. Aiming at deal with the fuzzy characters of the objective function coefficients value range boundaries, the description method of this kind of objective function is proposed and the solving approach is presented. An example with triangular fuzzy membership function is taken as a computing case. The results show that the fuzzy linear programming with fuzzy objective function coefficients value range boundaries is a more universal fuzzy linear programming and there is the general solving method. And it is more valuable for solving the actual engineering problems.
机译:为了完善和归纳具有模糊目标函数系数的模糊线性规划的理论,研究了一种更通用的具有模糊目标函数系数的模糊线性规划-具有模糊目标函数系数值范围边界的模糊线性规划。针对目标函数系数值范围边界的模糊性,提出了这种目标函数的描述方法,并提出了求解方法。以三角模糊隶属度函数为例。结果表明,具有模糊目标函数系数值范围边界的模糊线性规划是一种较为通用的模糊线性规划,存在通用的求解方法。对于解决实际的工程问题更有价值。

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