Deep Learning-based Algebraic Reynolds Stress Closures for RANS Simulations of Turbulent Flows
Dehtyriov, D
MacArt, J
Sirignano, J
(10 Jun 2026)
Mean-field games of speedy information access with observation costs
Tam, J
Becherer, D
Reisinger, C
Mathematics of Operations Research
An optimal control approach to nonlinear wave speed selection in reaction-diffusion equations
Crossley, R
Falco, C
Baker, R
SIAM Journal on Applied Mathematics
Martin Bridson and Yuji Nakatsukasa have been recognised in this year's London Mathematical Society (LMS) awards. Martin wins the Polya Prize for his foundational contributions to the field of geometric group theory and his exceptional service to the mathematical community.
A Predictive Model for Synergistic Oncolytic Virotherapy: Unveiling the Ping-Pong Mechanism and Optimal Timing of Combined Vesicular Stomatitis and Vaccinia Viruses
Malinzi, J
Eladdadi, A
Ouifki, R
Eftimie, R
Madzvamuse, A
Byrne, H
(15 Jan 2026)
Editorial: Quantitative insights into new cancer therapies: a mathematical modeling approach
Malinzi, J
Byrne, H
Frontiers in Applied Mathematics and Statistics
volume 12
1869506
(28 May 2026)
From Brownian dynamics to Poisson-Nernst-Planck equations: multi-resolution simulations of ions
Zhang, J
Erban, R
SIAM Journal on Applied Mathematics
Oxford Mathematicians Martin Bridson and Yuji Nakatsukasa have been recognised in this year's London Mathematical Society (LMS) awards. Martin wins the prestigious Polya Prize for his foundational contributions to the field of geometric group theory and his exceptional service to the mathematical community.
We are currently inviting applications for a Postdoctoral Research Associate to work with Professor Emmanuel Breuillard, Dr. Martin Bays, and the Mathematical Logic group at the Mathematical Institute, University of Oxford. This is a 2-year, fixed-term position, funded by a research grant from the EPSRC. The starting date of this position is flexible with an earliest start date of 1 October 2026. We particularly welcome applications from individuals who are able to start in October 2026 – January 2027.