Brownian dynamics have become ubiquitous in the mathematical modelling of noisy real-world systems. Typically, one considers the interplay between the governing forces of the system and the random fluctuations that occur due to noise. This culminates in the mathematical framework of stochastic differential equations (SDEs), which have found applications in finance, biology, and far beyond.
The Pandharipande-Thomas rationality conjecture for superpositive curve classes on projective complex 3-manifolds
Anderson, R
Joyce, D
(07 Apr 2026)
doi:10.48550/arXiv.2604.05664
Tissue resident memory T cells populate the human uveal tract
Foers, A
Reekie, I
Wickramasinghe, L
Ward, A
Buckley, T
Attar, M
Aguilar-Munoa, S
Pilapil, Q
Elsayed, M
Pledger, S
Bhalla, A
Hedley, R
Hill, S
Windell, D
Barton, K
Masood, I
Lim, K
Coles, M
Sherlock, J
Dick, A
Coupland, S
Sansom, S
Copland, D
Buckley, C
Sharma, S
Scientific Reports
volume 16
issue 1
(03 Apr 2026)
doi:10.1038/s41598-025-33444-2
6-loop canonical cocycle of the odd graph complex
Panzer, E
(01 Jan 2026)
doi:10.5287/ora-ngnborbr4
Roger Penrose at 95 and Twistors at 60
On perimeter minimizing sets in manifolds with quadratic volume growth
Cucinotta, A
Magnabosco, M
Journal für die reine und angewandte Mathematik
(02 Apr 2026)
doi:10.1515/crelle-2026-0017
Tue, 02 Jun 2026
14:00
14:00
L4
Noetherian Group Algebras
Ken Brown
(University of Glasgow)
Abstract
Ken Brown reviews the history of the question in the title, and describes some recent progress towards answering it, including the identification of a "minimal criminal". The new material is joint work with Jason Bell (Waterloo) and Toby Stafford (Manchester).