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A concise way of determination for LP initial feasible basis of simplex method

机译:确定单纯形法的LP初始可行依据的一种简明方法

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摘要

The initial feasible basis is a elementary concept in simplex method of solving linear programming problem. The big M method and the two-phases way are usually adopted to construct a unit matrix as a initial basis. But, these schemes often make one confusion in thinking clue and complication in calculation. Aim at this point, we establish the association between the elementary transformation of matrix and the concept of initial feasible basis, a determination way for initial feasible basis of linear programming is presented here. The presented scheme is concisely, convenience and making the solving procedure clearly in practice.Some examples are given to demonstrate these characteristics in this paper.
机译:最初可行的基础是解决线性规划问题的单纯形法的基本概念。通常采用大M方法和两阶段方法构造单位矩阵作为初始基础。但是,这些方案经常使思维线索混乱,使计算复杂化。为此,我们建立了矩阵的基本变换与初始可行基础概念的联系,在此提出了线性规划初始可行基础的确定方法。提出的方案简洁,方便,在实践中也使求解程序清晰明了。

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