Monday, May 10
CP6
Interior Point Methods for Linear Programming I
3:30 PM-5:30 PM
Room: Georgia 1 & 2
Chair: Trond Steihaug, University of Bergen, Norway
- 3:30-3:45 Interior-Point Solver for Structured Linear Programs
- Jacek Gondzio, The University of Edinburgh, United Kingdom; and Robert
Sarkissian, University of Cambridge, United Kingdom
- 3:50-4:05 Computational Experience with Khachiyan and Todd's
Algorithm for Approximating the Maximal Inscribed Ellipsoid in a Polytope
- Liyan Gao and Yin Zhang, Rice University
- 4:10-4:25 Using Duality Descent in Interior-Point Methods for
Linear Programming
- Stephen E. Wright, Miami University
- 4:30-4:45 Indicators vs. Weights in Finite Termination
Procedures in Interior-Point Methods for Linear Programming
- Pamela J. Williams, Sandia National Laboratories,
Livermore; Amr S. El-Bakry, Exxon Production Research Co.; and
Richard A. Tapia, Rice University
- 4:50-5:05 A Class of Preconditioner for Interior Point Methods
- Trond Steihaug and Baryamureeba Venansius, University of
Bergen, Norway; and Yin Zhang, Rice University
- 5:10-5:25 A Study of the Computational Role of (Central-Path)
Proximity Measures in Locating Analytic Centers
- María González-Lima, Universidad
Simón Bolívar, Caracas, Venezuela; Amr El-Bakry and
Richard Tapia, Rice University
MMD, 2/2/99