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Computation of probabilistic linear programming problems involving normal and log-normal random variables with a joint constraint

机译:具有联合约束的正态和对数正态随机变量的概率线性规划问题的计算

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摘要

A method for solving single- and multi-objective probabilistic linear programming problems with a joint constraint is presented. It is assumed that the parameters in the probabilistic linear programming problems are random variables, and the probabilistic problem is converted to an equivalent deterministic mathematical programming problem. In this paper the parameters are generally considered as normal and log-normal random variables. A non-linear programming method is used to solve the single-objective deterministic problem, and a fuzzy programming method is used to solve the multi-objective deterministic problem. Finally, a numerical example is presented to illustrate the methodology.
机译:提出了一种求解带联合约束的单目标和多目标概率线性规划问题的方法。假定概率线性规划问题中的参数是随机变量,并且将概率问题转换为等效的确定性数学规划问题。在本文中,通常将参数视为正态和对数正态随机变量。一种非线性规划方法用于解决单目标确定性问题,一种模糊规划方法用于解决多目标确定性问题。最后,给出一个数值示例来说明该方法。

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