A Unifying Investigation of Interior-Point Methods for Convex Programming (1992)


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by D. Den Hertog , C. Roos , C. Roos , T. Terlaky , T. Terlaky , F. Jarre , F. Jarre , F. Jarre
Venue:Faculty of Mathematics and Informatics, TU Delft, NL--2628 BL
Citations:5 - 4 self

Active Bibliography

UNIVERSITY OF WATERLOO Nonlinear Optimization (CO 367) – E. De Klerk, C. Roos, T. Terlaky
6 Nonlinear Optimization – C. Roos, T. Terlaky - 1999
10 Polynomiality of Primal-Dual Affine Scaling Algorithms for Nonlinear Complementarity Problems – B. Jansen, C. Roos, T. Terlaky, A. Yoshise - 1995
3 A Short Survey on Ten Years Interior Point Methods – B. Jansen, C. Roos, T. Terlaky - 1995
2 Improving Complexity of Structured Convex Optimization Problems Using Self-Concordant Barriers – Fran├žois Glineur, Faculte Polytechnique De Mons, Rue De Houdain, B- Mons - 2001
24 On a Homogeneous Algorithm for the Monotone Complementarity Problem – Erling D. Andersen, Yinyu Ye - 1995
9 Logarithmic Barrier Decomposition Methods for Semi-Infinite Programming – J. Kaliski, D. Haglin, C. Roos, T. Terlaky - 1996
6 Inverse Barrier Methods for Linear Programming – D. Den Hertog, C. Roos, T. Terlaky - 1991
22 Disciplined convex programming – Michael Grant, Stephen Boyd, Yinyu Ye - 2006
80 Interior Methods for Constrained Optimization – Margaret Wright - 1992
5 Barrier Functions and Interior-Point Algorithms for Linear Programming with Zero-, One-, or Two-Sided Bounds on the Variables – Robert M. Freund, Michael J. Todd - 1993
Self-Concordant Functions in Structured Convex Optimization – Fran├žois Glineur, Faculte Polytechnique De Mons, Rue De Houdain, B- Mons - 2000
8 A Long Step Barrier Method for Convex Quadratic Programming – K. M. Anstreicher, K. M. Anstreicher, D. Den Hertog, C. Roos, C. Roos, T. Terlaky, T. Terlaky - 1990
An Algorithm for Posynomial Geometric Programming, Based on Generalized Linear Programming – Jayant Rajgopal Department, Jayant Rajgopal, Dennis L. Bricker - 1995
18 Interior-Point Methods for Linear Optimization – Kees Roos - 2000
3 Notes on Duality in Second Order and P-Order Cone Optimization – E.D. Andersen, C. Roos, T. Terlaky - 2000
1 Topics In Convex Optimization: Interior-Point Methods, Conic Duality and Approximations – Francois Glineur, Rue De Houdain, B- Mons, Jacques Teghem, Tam As Terlaky
45 On Lagrangian relaxation of quadratic matrix constraints – Kurt Anstreicher, Henry Wolkowicz - 2000