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Superlinear and Quadratic Convergence of Primal-Dual Interior-Point Methods forLinear Programming Revisited

机译：再论线性规划的原始 - 对偶内点法的超线性和二次收敛性

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作者
Zhang, Y.; Tapia, R. A.;
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年度 1992
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总页数 15
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Linear programming; Convergence; Reprints;

机译：线性编程;收敛;重印;

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专利

1. Q-superlinear convergence of the iterates in primal-dual interior-point methods [J] . Potra FA. Mathematical Programming . 2001,第1期

机译：原始对偶内点法中迭代的Q超线性收敛
2. Q-superlinear convergence of the iterates in primal-dual interior-point methods [J] . Florian A. Potra Mathematical Programming . 2001,第1期

机译：原始对偶内点法中迭代的Q超线性收敛
3. Superlinear and quadratic convergence of affine-scaling interior-point Newton methods for problems with simple bounds without strict complementarity assumption [J] . Heinkenschloss M., Ulbrich S., Ulbrich M. Mathematical Programming . 1999,第3期

机译：仿射尺度内点牛顿法在没有严格互补假设的情况下具有简单边界的超线性和二次收敛
4. Existence and Uniqueness of the AHO Search Direction in Primal-Dual Interior-Point Algorithms for the Quadratic Semidefinite Programming [C] . Jingjing Huang, Fengmin Xu, Yongxiang Ling International Conference on Numerical Optimization and Numerical Linear Algebra; 20031007-10; Guilin(CN) . 2003

机译：二次半定规划的原始-对偶内点算法中AHO搜索方向的存在性和唯一性
5. Effective computation of the analytic center of the solution set in linear programming using primal-dual interior-point methods. [D] . Gonzalez-Lima, Maria D. 1995

机译：使用原对偶内点法在线性规划中有效求解解集的解析中心。
6. Conic Sampling: An Efficient Method for Solving Linear and Quadratic Programming by Randomly Linking Constraints within the Interior [O] . Oliver Serang -1

机译：圆锥取样：由内部随机链接约束求解线性和二次规划的有效方法
7. Q-superlinear convergence of the iterates in primal-dual interior-point methods [O] . Florian A. Potra 2001

机译：原始对偶内点法中迭代的Q超线性收敛
8. Superlinear and Quadratic Convergence of Primal-Dual Interior-Point LinearProgramming Algorithms [R] . Zhang, Y., Tapia, R. A., Dennis, J. E. 1992

机译：原始 - 对偶内点线性编程算法的超线性和二次收敛

Superlinear and Quadratic Convergence of Primal-Dual Interior-Point Methods forLinear Programming Revisited

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