About
Tim Austin is Regius Professor of Mathematics at the University of Warwick. His research spans ergodic theory, probability, functional analysis, and high-dimensional geometry. He has supervised PhD students at UCLA and Warwick, and his publications address topics from metric geometry to number theory.
Key research areas:
- Ergodic theory and multiple recurrence
- High-dimensional probability and concentration inequalities
- Geometric aspects of functional analysis
- Analytic number theory and zeta function approximations
Notable works include contributions to the Ribe programme on metric embeddings and rational approximations to the Riemann zeta function. He teaches measure theory and combinatorics.
0Publications listed
