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Thomas Bothner is an Associate Professor at the University of Bristol with a focus on Mathematical Physics. His research is centered on analytic probabilistic questions in mathematical physics with a special emphasis on topics such as random matrix theory and its connections to mathematical statistical mechanics and integrable differential equations. He employs asymptotic methods, special functions, probability theory, and orthogonal polynomials in his central work. Current research areas include the analysis of gaps and distribution correlation functions in invariant random matrix models, as well as the spectral analysis of non-Hermitian random matrix models. His interests extend to solvable lattice models in statistical mechanics and integrable differential equations, particularly Painleve special functions. Bothner aims to unveil significant original connections in these fields to solve longstanding conjectures regarding the analytic asymptotic behaviors of various systems. He has been actively involved in several projects and collaborations, advancing the theory in quantum statistical mechanics and random matrix theory.
University of Bristol • Bristol, England
Teaching and conducting research in Mathematical Physics, with a focus on random matrix theory and related fields.
Department of Physics research themes include Astrophysics, Materials and Devices, Particle Physics, and Quantum and Soft Matter.