Scaling limit for Brownian motions on the l-level Sierpinski gaskets: The fractal to Euclidean crossover
Hambly, B
Croydon, D
Kumagai, T
Electronic Journal of Probability
Thu, 30 Apr 2026
16:00
16:00
Lecture Room 4
Propagating Langlands functoriality on eigenvarieties
Zachary Feng
((Mathematical Institute University of Oxford))
Abstract
A test case for the Langlands functoriality principle is the tensor product lifting of automorphic representations of $\mathrm{GL}(m) \times \mathrm{GL}(n)$ to automorphic representations of $\mathrm{GL}(mn)$. This has been established in several key instances: for $m=n=2$ by Ramakrishnan (2000), for $m=2$ and $n=3$ by Kim-Shahidi (2002), and more recently for $m=2$ and arbitrary $n$ over $\mathbb{Q}$ by Arias-de-Reyna-Dieulefait-Pérez (2025) under certain assumptions, including that the $\mathrm{GL}(2)$ factor has level 1. I will discuss some new results in the case of $\mathrm{GL}(2) \times \mathrm{GL}(n)$, as well as ideas for how to go further, when $m>2$, using a p-adic propagation technique introduced by Newton-Thorne (2021).
Convergence of almost harmonic maps to geodesic bubble trees
Rupflin, M
Journal of Geometric Analysis
Defect and transference versions of the Alon–Frankl–Lovász theorem
Gishboliner, L
Glock, S
Michaeli, P
Sgueglia, A
Combinatorics, Probability and Computing
1-12
(27 Mar 2026)
Wed, 06 May 2026
17:00
17:00
Lecture Theatre 1
Space, time and Shakespeare - Paul Glendinning
Paul Glendinning
(University of Manchester)
Further Information
Shakespeare’s work provides a snapshot of how people made sense of the world around them: how they solved problems (how large is an opposing army?) and how they navigated a complex environment (does the sun rise in the east?).
In this talk Paul will explore how scientific and technological ideas are woven into Shakespeare’s plays and sonnets through actions, words and conversations between characters. He will mention Copernicus twice, once as an over-interpretation. His interest is in how we think within structures, not whether the structures are correct. Almanacs, mirrors and Dee’s vision of applied mathematics will be part of the story. He will also talk about nothing.
Paul Glendinning is the Beyer Professor of Applied Mathematics at the University of Manchester. His research is in applied dynamical systems and he has been President of the IMA (2022-2023) and Scientific Director of the International Centre for Mathematical Sciences in Edinburgh (2016-2021).
Please email @email to register to attend in person.
The lecture will be broadcast on the Oxford Mathematics YouTube Channel on Wednesday 27 May at 5-6 pm and any time after (no need to register for the online version).
The Oxford Mathematics Public Lectures are generously supported by XTX Markets.
A new 4-D hyperchaotic Lü system with a curve equilibrium, its bifurcation analysis, multistability, circuit simulation and synchronization via integral sliding mode control
Vaidyanathan, S
Hannachi, F
Moroz, I
Mohamed, M
Sambas, A
Bullibabu, R
Archives of Control Sciences
23-54
(30 Mar 2026)
Resilience, Tipping Points, and Hysteresis
Grindrod, P
Complexities
(03 Apr 2026)
A multiscale discrete-to-continuum framework for structured population models
Agostinelli, E
Chambers, K
Byrne, H
Dalwadi, M
(17 Mar 2026)
Structure-aware divergences for comparing probability distributions
Sahasrabuddhe, R
Lambiotte, R
(23 Mar 2026)
Robust Preconditioners for Incompressible MHD Models
Ma, Y
Hu, K
Hu, X
Xu, J
(09 Mar 2015)