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首页> 外文期刊>Mathematical Programming >A GENERAL PARAMETRIC ANALYSIS APPROACH AND ITS IMPLICATION TO SENSITIVITY ANALYSIS IN INTERIOR POINT METHODS
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A GENERAL PARAMETRIC ANALYSIS APPROACH AND ITS IMPLICATION TO SENSITIVITY ANALYSIS IN INTERIOR POINT METHODS

机译:内点法一般参数分析方法及其对灵敏度分析的启示

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摘要

Adler and Monteiro (1992) developed a parametric analysis approach that is naturally related to the geometry of the linear program. This approach is based on the availability of primal and dual optimal solutions satisfying strong complementarity. In this paper, we develop an alternative geometric approach for parametric analysis which does not require the strong complementarity condition. This parametric analysis approach is used to develop range and marginal analysis techniques which are suitable for interior point methods. Two approaches are developed, namely the LU factorization approach and the affine scaling approach. [References: 13]
机译:Adler和Monteiro(1992)开发了一种参数分析方法,该方法自然与线性程序的几何形状相关。该方法基于满足强互补性的原始和对偶最优解的可用性。在本文中,我们开发了一种用于参数分析的替代几何方法,该方法不需要强互补性条件。此参数分析方法用于开发适用于内部点方法的范围和边界分析技术。开发了两种方法,即LU分解方法和仿射缩放方法。 [参考:13]

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