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首页> 外文期刊>Mathematical Reports >OPTIMALITY CONDITIONS AND HIGHER-ORDER DUALITY FOR A NONDIFFERENTIABLE MATHEMATICAL PROGRAMMING CLASS
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OPTIMALITY CONDITIONS AND HIGHER-ORDER DUALITY FOR A NONDIFFERENTIABLE MATHEMATICAL PROGRAMMING CLASS

机译：不可微数学规划类的最优性条件和高阶对偶

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摘要

Some new important results have been recently proved concerning higher-order duality for some mathematical programming classes (Yang, Teo and Yang (2004), Mishra and Rueda (2002)). Following this line, we consider some new necessary optimality conditions and duality results for a nondifferentiable mathematical programming class.
机译：最近已经证明一些新的重要结果涉及某些数学编程类的高阶对偶性（Yang，Teo和Yang（2004），Mishra和Rueda（2002））。遵循这条线，我们考虑了不可微分数学编程类的一些新的必要最优性条件和对偶结果。

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  • 来源
    《Mathematical Reports 》 |2008年第4期| 375-384| 共10页
  • 作者

    VASILE PREDA; MIRUNA BELDIMAN; ELENA CRISTINA BAIBARAC;

  • 作者单位

    University of Bucharest Faculty of Mathematics and Computer Science Str. Academiei 14 014700 Bucharest, Romania Romanian Academy Institute of Mathematical Statistics and Applied Mathematics Calea 13 Septembrie nr. 13 050711 Bucharest, Romania;

    University of Bucharest Faculty of Mathematics and Computer Science Str. Academiei 14 014700 Bucharest, Romania Romanian Academy Institute of Mathematical Statistics and Applied Mathematics Calea 13 Septembrie nr. 13 050711 Bucharest, Romania;

    University of Bucharest Faculty of Mathematics and Computer Science Str. Academiei 14 014700 Bucharest, Romania Romanian Academy Institute of Mathematical Statistics and Applied Mathematics Calea 13 Septembrie nr. 13 050711 Bucharest, Romania;

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  • 原文格式 PDF
  • 正文语种 eng
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  • 关键词

    multiobjective programming; optimization;

    机译：多目标程序设计;优化;

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