Dynamical Systems and Ordinary Differential Equations
at Georgia Tech

Dynamics is a diverse field, encompassing chaotic dynamics, ergodic theory, topological dynamics, ordinary differential equations, and parabolic partial differential equations, all of which are well represented here.

Federico Bonetto, Assistant Professor
bonetto@math.gatech.edu
(404)-894-6547, Skiles 224
Universita di Roma, Ph.D., 1996
Mathematical Physics

Leonid A. Bunimovich, Regents' Professor, Director of SAAC
bunimovh@math.gatech.edu
(404)-894-4748, Skiles 118C
Moscow Univ., PhD 1974, Acad. of Sci. UkSSR, Dr. Sci., 1986
Ergodic Theory
Mathematical Physics
Dynamical Systems

Xu-Yan Chen, Associate Professor [CDSNS]
xchen@math.gatech.edu
(404)-894-4570, Skiles 259
Hiroshima University, Ph.D., 1990
Partial Differential Equations
Dynamical Systems

Shui-Nee Chow, Professor [CDSNS]
chow@math.gatech.edu
(404)-894-8766, Skiles 102C
University of Maryland, Ph.D., 1970
Differential Equations
Dynamical Systems

Luca Dieci, Professor [CDSNS]
dieci@math.gatech.edu
(404)-894-9209, Skiles 215
University of New Mexico, Ph.D., 1986
Numerical Ordinary Differential Equations

Jack K. Hale, Regents Professor Emeritus [CDSNS]
hale@math.gatech.edu
(404)-894-8769, Skiles 105
Purdue University, Ph.D., 1953
Qualitative Theory of Differential Equations
Dynamical Systems

James V. Herod, Professor Emeritus
herod@math.gatech.edu
University of North Carolina, Ph.D., 1964
Differential Equations

Konstantin Mischaikow, Professor, Director of CDSNS
mischaik@math.gatech.edu
(404)-894-4749, Skiles 102A
University of Wisconsin-Madison, Ph.D., 1985
Dynamical Systems
Algebraic Topology

Dana Randall, Assistant Professor [Adjunct]
randall@math.gatech.edu
(404)-894-1833, Skiles 258 & CoC/894-3156
University of California-Berkeley, Ph.D., 1994
Rapidly Mixing Markov Chains
Combinatorics
Randomized Algorithims
Computational Physics

Yingfei Yi, Professor [CDSNS]
yi@math.gatech.edu
(404)-894-4568, Skiles 237B
University of Southern California, Ph.D., 1990
Dynamical Systems
Ordinary Differential Equations
Partial Differential Equations

For some faculty working in related areas, see

• analysis,
• applied mathematics,
• geometry and topology,
• mathematical physics,
• numerical analysis and scientific computing,
• partial differential equations,
• stochastics

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