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Variance Approach for Multi-objective Linear Programming with Fuzzy Random of Objective Function Coefficients

机译:物理函数系数模糊随机的多目标线性规划方差方法

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In this paper, we define variance of the fuzzy random variables through alpha level. We have a theorem that can be used to know that the variance of fuzzy random variables is a fuzzy number. We have a multi-objective linear programming (MOLP) with fuzzy random of objective function coefficients. We will solve the problem by variance approach. The approach transform the MOLP with fuzzy random of objective function coefficients into MOLP with fuzzy of objective function coefficients. By weighted methods, we have linear programming with fuzzy coefficients and we solve by simplex method for fuzzy linear programming.
机译:在本文中,我们通过alpha级别定义模糊随机变量的方差。我们有一个定理可以用来知道模糊随机变量的方差是模糊数。我们具有多目标线性编程(MOLP),具有目标函数系数的模糊随机。我们将通过方差方法解决问题。该方法将物体函数系数的模糊随机变换为具有目标函数系数模糊的MOLP的模糊随机。通过加权方法,我们具有模糊系数的线性编程,通过Simplex方法来解决模糊线性规划。

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