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分支-切割法的框架及收敛性 被引量:2

Framework and convergence of branch-and-cut algorithms
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摘要 在解决各类整数规划问题时,分支-切割法是一个非常成功的方法,并且它能保证给出一个最优解。从一个简单例子出发引出分支-切割算法的思想,从而给出其算法框架,并对其收敛性进行分析。 Branch-and-cut methods are very successful techniques for solving a wide variety of integer programming problems,and they can provide a guarantee optimality. In this paper, we derive the thought of branch-and-cut algorithms from a simple example, giving the framework of the algorithms and analyzing if the algorithms converge or not.
出处 《河北科技大学学报》 CAS 2008年第3期185-187,共3页 Journal of Hebei University of Science and Technology
关键词 分支 切割 混和整数线性规划 割平面 branch-and-cut mixed integer linear programming branch cutting plane
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参考文献6

  • 1CHRISTOS H P, KENNETH S. Combinatorial Optimization: Algorithms and Complexity[M]. Canada: General Publishing Company, 1998.
  • 2PARDALOS P M. Handbook of Applied Optimization[M]. Oxford: Oxford University Press, 2000.
  • 3JOHN E M. Branch-and-cut algorithms for combinatorial optimization problem[J]. Mathematical Sciences, 1999,23:166-168.
  • 4BALAS E, CERIA S, CORNU'EJOLS G. Mixed 0-1 programming by lift-and-project in a branch-and-cut framework[J]. Management Science, 1996, 42:1 229-1 246.
  • 5NEMHAUSER G L , SAVELSBERGH M W P, SIGISMONDI G C. A mixed integer optimizer[J]. Operations Research Letters, 1994, 151 47-58.
  • 6JUNGER M, THIENEL S. Introduction to abacus-a branch-and-cut system[J]. Operations Research Letters, 1998, 22: 83-95.

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