Wednesday, May 22
10:00 AM-12:00 PM
Sidney
MS28
Convex Analysis and Applications (Invited Minisymposium)
Convex analysis is an important tool for newly developing subjects in optimization, such as, nonsmooth analysis and interior point methods, etc. The speakers in this minisymposium will present results of convex analysis in a nonsmooth framework including applications in algorithmic development, in mechanics, and in operations research.
Organizer: Claude Lemarechal,
INRIA, France
- Determinant Maximation Under Linear Matrix Inequality Constraints
- Stephen Boyd, Lievan Vandenberghe, and Shao-Po Wu, Stanford University
- Convexity, Liapunov Equations, and the Optimal Design of Dissipative Structures
- Stephen Cox, Rice University
- How to VU Convex Functions for Rapid Minimization
- Robert Mifflin, Washington State University
- Dual-Equivalent Convex and Nonconvex Problems
- Claude Lemarechal, Organizer and Arnaud Renaud, Electricite de France, France
MEM, 3/18/96