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互补问题中在范数Lipschitz下的内点算法 被引量:1

An Interior-point Arithmetic on Complementarity Problems under Lipschitz Norm Condition
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摘要 针对线性互补问题精简出一种在范数Lipschitz下的内点方法,可以解决非单调线性互补问题. This paper gives an interior-point arithmetic on the linear complementarily problems under the lipschitz norm condition. This interior-point method can solve the linear complementarily problems which are not necessarily monotone.
出处 《伊犁师范学院学报(社会科学版)》 2005年第3期25-26,45,共3页 Journal of Yili Normal University
关键词 互补问题 Lipschitz范数 内点算法 complementarily problem Lipschitz norm interior-point arithmetic
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参考文献1

  • 1Y. B. Zhao,J. Y. Han. Two Interior-Point Methods for Nonlinear P *(τ)-Complementarity Problems[J] 1999,Journal of Optimization Theory and Applications(3):659~679

同被引文献5

  • 1郭宗庆,秦晓明.互补问题的自由导数方法研究[J].河南科学,2005,23(2):172-176. 被引量:2
  • 2寇述舜.关于线性互补问题解的存在性[J].应用数学和力学,1995,16(7):641-644. 被引量:12
  • 3MEGIDDO K M,MIZUNO S.A primal-dual algorithms for linear programming[J].Math.Prog.,1993,61:263-280.
  • 4KOJIMA M,MIZUNO S,NOMA T.A New Continuation Method for Complementarity Problems with Uniform p-founctions[J].Mathematical Programming,1989,43:107-113.
  • 5MONTERIEO R D C,ADLER I.Interior path following primal-dual algorithms[J].Math.Prog.,1989,44:27-66.

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