Mathematics at ISTA is an open, curious community, active in research that is inspired by both purely mathematical concepts and applications in physics, computer science, and other fields.
The groups on campus have strengths in a variety of areas, including discrete and computational topology and geometry (Edelsbrunner and Wagner), algebraic geometry and representation theory (Hausel), number theory (Browning, Kuperberg), mathematical physics (Erdős, Seiringer), stochastic analysis and partial differential equations (Fischer, Maas), dynamical systems (Kaloshin), combinatorics (Kwan) and graph theory (Wigderson). There are regular seminars and talks, and the mathematics groups work closely with each other as well as with groups in other fields, such as computer science and biology (Barton).
ISTA Mathematics Colloquium
Mark your calendars for the first Wednesday of each month!
The ISTA Mathematics Colloquium is an enriching discussion platform dedicated to fostering scientific exploration in the field of mathematics.
This monthly seminar series brings together accomplished experts who share their latest research and insights, creating a space for exchange of ideas. PhD students and postdocs are especially encouraged to attend!
SEMINARS AND EVENTS
We are committed to fostering a dynamic scientific community. Our seminars and events series give you the opportunity to explore, engage, and expand your understanding of mathematics.
Learn more about Mathematics at ISTA.
COMPLETE MATHEMATICS RESEARCH GROUP DETAILS ON ISTA’S MAIN SITE:
- Evolutionary Genetics
NICK BARTON - Analytic Number Theory and its Interfaces
TIM BROWNING - Topology and Geometry
XUJIA CHEN - Algorithms, Computational Geometry and Computational Topology
HERBERT EDELSBRUNNER - Mathematics of Disordered Quantum Systems and Matrices
LáSZLó ERDŐS - Theory of Partial Differential Equations, Applied and Numerical Analysis
JULIAN FISCHER - Geometry and its Interfaces
TAMAS HAUSEL
- Dynamical Systems, Celestial Mechanics, and Spectral Rigidity
VADIM KALOSHIN - Primes, Polynomials, and Patterns
VIVIAN KUPERBERG - Combinatorics and Probability
MATTHEW KWAN - Stochastic Analysis
JAN MAAS - Mathematical Physics
ROBERT SEIRINGER - Discrete and Computational Geometry and Topology
ULI WAGNER - Extremal Combinatorics and Ramsey Theory
YUVAL WIGDERSON
Here is a video presenting the Mathematics study track.
In case you cannot access YouTube, this video is also available here. You can also find more information on upcoming Talks, Events and Courses on the dedicated Physics, Chemistry, and Maths site physicsandbeyond.
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