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A bi-level multi-choice programming problem

机译:双层多选编程问题

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摘要

A Bi-level linear programming problem is treated as a multi-objective optimisation problem where the decision is taken by two different decision makers who are at two different levels. In this paper we consider a bi-level linear programming problem where some of the cost coefficient of the objectives, and some of the right hand side parameters of the constraints are multi-choice parameters. The aim of this paper is to establish a suitable solution procedure to solve the stated bi-level programming problem. To tackle the multi-choice parameters of the bi-level programming problem, we use some interpolating polynomials. Multi-choice parameters are replaced with interpolating polynomials. Then we use fuzzy programming method to solve the transformed bi-level programming problem. We present a numerical example to illustrate the solution procedure of the bi-level linear programming problem involving some multi-choice parameters.
机译:双层线性规划问题被视为多目标优化问题,其中决策是由处于两个不同级别的两个不同决策者进行的。在本文中,我们考虑了一个双层线性规划问题,其中一些目标的成本系数和某些约束的右侧参数是多选参数。本文的目的是建立一个合适的解决方案来解决所述的双层编程问题。为了解决双层编程问题的多项选择参数,我们使用了一些插值多项式。多选参数已替换为插值多项式。然后我们采用模糊规划法解决了转化后的双层规划问题。我们提供一个数值示例来说明涉及一些多选参数的双层线性规划问题的求解过程。

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