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互补问题的无约束变形及其性质

Unconstrained Reformulation of Complementarity Problem and Its Properties
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摘要 提出了一较广泛的效益函数,研究了这一效益函数的许多性质,为进一步提出有效的算法奠定了理论基础. In this paper, we give a more general merit function, and its lots of properties are also discussed. This provided many algorithms as theoretical foundation for further investigating for complementarity problem.
作者 徐迎军
出处 《菏泽师专学报》 2004年第4期9-11,25,共4页
关键词 效益函数 无约束变形 最优化方法 merit function unconstrained reformulation minimization method
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参考文献4

  • 1[1]Mangarian O L, Solodov M V. Nonlinear Complementarity Problem as Unconstrained and Constrained Minization[J ]. M.P. ,1993,62: 277 - 293.
  • 2[2]Yamashita N, Fukushima M. On Stationary Point of the Implicit Lagrangian for Nonlinear Complementarity Problems[J].JOTA, 1995,84:653-663.
  • 3[3]Kanzow C. Nonlinea Complementarity as Unconstrained Optimization[J]. JOTA, 1996,86: 139- 185.
  • 4[4]Jiang H. Uncomstrained Minimizatin Approaches to Nonlinear Complementarities. Applied Mathematics Report 94133, School of Mathematics, University of New South Wales, Sydney, Australia, 1994.

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