Applied Mathematics Colloquia Series
Archive

Fall 2001

September

09/07
Linda R. Petzold
Engineering and Department of Computer Science
University of California, Santa Barbara

Sensitivity Analysis for Differential-Algebraic Equations and More

09/28
Keith Promislow
Department of Mathematics
Simon Fraser University

Stability of Patterns in Optical Systems

October

10/05
Andy L. Ruina
Theoretical and Applied Mechanics and Mechanical and Aerospace Engineering
Cornell University

The Possible Coordination of Human-Like Walking

10/12
Craig Benham
UC Davis Genome Center
University of California, Davis

Topologically Driven Structural Transitions in DNA-Their Analysis and Their Roles in Biology

10/19
Rafael de la Llave
Department of Mathematics and Department of Mathematical Physics and Dynamical Systems
University of Texas

Geometric Mechanisms of Diffusion

10/26
Harry L. Swinney
Department of Physics
University of Texas, Austin

Arizona Applied Math Fest: Resonant Patterns in Reaction Diffusion Systems

November

11/09
Michael Waterman
Department of Mathematics
University of Southern California

DNA Sequence Assembly Using Eulerian Graphs

11/16
George Haller
Division of Applied Mathematics
Brown University

Finite-Time Mixing in Turbulence

11/30
Michael Tabor
Program in Applied Mathematics and Department of Mathematics
University of Arizona

Growth and Form of Filamentary Organisms