Fall 00 Talks

FALL 2000

Colloquium Organizer:

VIRGIL PIERCE

: Maria AGROTIS; The Adler-Kostant-Symes Theorem and some applications; Abstract
: Jeff EDMUNDS; Persistence of a Discrete Dynamical System; Abstract
: Adrian ESPINOLA; Stability of solutions of the Nonlinear Schro"dinger equation; Abstract
: Robert HANSON; The Reconstruction Conjecture; Abstract
: Tom HOFFMAN; Discrete Fourier Transform and Finite Groups; Abstract
: Stephan LAFORTUNE; Lie Groups and Differential Equations; Abstract
: Robert LAKATOS; Brains, Machines and Mathematics (from a cell to a robogeek); Abstract
: Frederick LEITNER; "Outside In"; Abstract
: Guadalupe LOZANO; Uniqueness of Moment Maps: A Neat Application of Lie Algebra Cohomology; Abstract
: Virgil PIERCE; The Chern-Weil Map Through Equivariant Cohomology; Abstract
: Christopher RASMUSSEN; Solving the Rubik's Cube: A Group Theoretic Approach; Abstract
: Jeff SELDEN; Courant's Nodal Domain Theorem; Abstract
: Patrick SHIPMAN; Matroids; Abstract
: Jennifer SMITH; How Do Students Come to Understand Quotient Groups?; Abstract
: Aaron WOOTTON; Groups of Automorphisms of Riemann Surfaces; Abstract

If you'd like to give a talk or find out more about the grad colloquium, please email Frederick Leitner

at litlfred@math.arizona.edu. Page created by Guada I. Lozano.