| 关于对偶性和灵敏度分析的几个证明 |
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| 引用本文： | 王肇荣.关于对偶性和灵敏度分析的几个证明[J].西安理工大学学报,1989,5(1):107-114. |
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| 作者姓名： | 王肇荣 |
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| 作者单位： | 陕西机械学院工商管理系 |
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| 摘 要： | 本文用矩阵理论给出关于线性规划对偶理论和灵敏度分析几个性质的证明。分别就典则形式和标准形式明确原规划的检验数与对偶规划解之间的对应关系;而对增加一个约束条件灵敏度分析的证明可以推广到增加多个约束条件灵敏度分析的情况,并给出了应用实例。
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| 关 键 词： | 对偶性 灵敏度分析 典则形式 标准形式 |
Proofs for Duality and Sensitivety Analysis |
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| Wang Zhaorong.Proofs for Duality and Sensitivety Analysis[J].Journal of Xi'an University of Technology,1989,5(1):107-114. |
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| Authors: | Wang Zhaorong |
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| Institution: | Wang Zhaorong |
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| Abstract: | Some properties of the dual theory linear programming and sensi- tivety analysis were proved with matrix theory. The corresponding rela- tionship between the test number of primal programming and the solution of dual programming was indicated for canonical form and standard form res- pectively. The proof of sensitivety analysis to increase one constrained condition can be generalyzed to increase some constrained conditions. |
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| Keywords: | duality sensitivety analysis canonical form standard form |
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