About us
The group focuses on both the fundamental mathematical aspects of Random Matrix Theory and its applications to a wide range of problems. We are interested in links with other areas of research, including Combinatorics, Complex Networks, Number Theory, Probability, Quantum Chaos, and Statistical Mechanics.
Our current core group members are:
Staff
- Jon Keating (Random Matrix Theory and connections to Physics, Number Theory and Probability)
- Joscha Henheik (Random Matrix Theory and connections to Probability and Quantum theory)
- Louis-Pierre Arguin (Random Matrix Theory and connections to Physics, Number Theory and Probability)
- Nick Jones (Random Matrix Theory and connections to Statistical Mechanics and Conformal Field Theory)
- Jad Hamdan (Random Matrix Theory and connections to Number Theory, Probability and Machine Learning)
- Hannah Hughes (Random Matrix Theory Seminars, Visitors, Conferences and connections to Jon Keating’s diary)
Students
- Nathan Creighton (Random Matrix Theory and connections to Number Theory)
- Connall Garrod (Random Matrix Theory and connections to Machine Learning)
- Donny Flynn (Random Matrix Theory and connections to Machine Learning)
- Alireza Naderi (Random Matrix Theory and connections to Machine Learning)
- Tamás Vaszary (Random Matrix Theory and connections to Quantum algorithms for differential equations)
Chris Wheeler (Random Matrix Theory and connections to be determined)