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Study of M-stationarity and strong stationarity for a class of SMPCC problems via SAA Method

机译:用SAA方法研究一类SMPCC问题的M平稳性和强平稳性

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In this article my main aim is to analyze the relative importance of M-stationarity concept over strong stationarity of one stage stochastic mathematical programming problems with complementarity constraints (SMPCC, in short). We establish the consistency of M-stationary multipliers when the SMPCC problem is approximated through the sample average approximation (SAA, for short) method, under the assumption of SMPCC-NNAMCQ, On contrary, strong stationary multipliers are not consistent even in presence of SMPCC-LICQ. (C) 2016 Published by Elsevier B.V.
机译:在本文中,我的主要目的是分析M平稳性概念对具有互补性约束的一阶段随机数学规划问题(简称SMPCC)的强平稳性的相对重要性。在假设SMPCC-NNAMCQ的情况下,通过样本平均逼近(SAA)方法近似SMPCC问题时,我们建立了M平稳乘数的一致性。相反,即使存在SMPCC,强平稳乘数也不是一致的-LICQ。 (C)2016由Elsevier B.V.发布

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