Tuesday, May 11

MS27
Convex and Matrix Analysis

3:30 PM-5:00 PM
Room: Georgia 8

Convex and matrix analysis is the fundamental basis of many classic and modern optimization problems. In this minisymposium, we cover topics of current interest. In this minisymposium, the speakers will focus on regularities and other geometric properties; convex spectral functions of compact operators; nonsmooth analysis of singular values; and the maximum of convex functions.

Organizers: Heinz H. Bauschke
Okanagan University College, Kelowna, Canada
Hristo Sendov
University of Waterloo, Canada

CANCELLED 3:30-3:55 Regularities and CHIPs

Heinz H. Bauschke, Organizer

3:30-3:55 Convex Spectral Functions of Compact Operators

J. M. Borwein and J. Read, Simon Fraser University; Adrian S. Lewis, University of Waterloo, Canada; and Q. Zhu, Western Michigan University

4:00-4:25 Nonsmooth Analysis of Singular Values

Adrian S. Lewis, University of Waterloo, Canada; and Hristo Sendov, Organizer

4:30-4:55 The Pointwise Maximum of Convex Functions

Stephen Simons, University of California, Santa Barbara; and Simon Fitzpatrick, University of Western Australia

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MMD, 3/15/99