Friday, May 14

PDEs/Optimization and Applications

10:30 AM-12:30 PM
Room: Georgia 7

Sponsored by the Association for Women in Mathematics (AWM).

In this minisymposium four female post-docs will present work on partial differential equations and optimization and various applications. Application include relaxation oscillators, membrane eigenvalue problems.

Organizers: Tamara Kolda,
Oak Ridge National Laboratory;
Elsa Newman,
Marymount University

10:30-10:55 A Taylor Expansion Method for Computing Potential Energy
Zhong-Hui Duan, University of Michigan
11:00-11:25 On Quasilinear Elliptic Boundary Value Problems Eun
Heui Kim, University of Connecticut
11:30-11:55 Recovery of a Density from Eigenvalues of a Nonhomogeneous Membrane
C. Maeve McCarthy, Murray State University
12:00-12:25 Optimal Face Identification Methods and Bounded Variable Linear Programs
Pamela J. Williams, Sandia National Laboratories

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MMD, 3/10/99