Minimum degree conditions for graph rigidity
Krivelevich, M Lew, A Michaeli, P Bulletin of the London Mathematical Society volume 58 issue 1 (21 Jan 2026)
Wed, 11 Mar 2026
14:30
N3.12

Maths Institute EDI with Arham Farid

Arham Farid
((Mathematical Institute University of Oxford))
Abstract

Arham Farid (MI EDI Officer) will join us to chat about current EDI initiatives and to hear our thoughts about ways EDI can improve in the Maths Institute.

Fri, 20 Feb 2026
12:00
N4.01

Mathematrix: Crafts and Cakes

Abstract

Make mathematical crafts and get to know other Mathematrix members! Materials provided.

Wed, 11 Feb 2026
14:30
N3.12

Book Club: x+y

Abstract

Join us to discuss x+y: A Mathematician’s Manifesto for Rethinking Gender by Eugenia Cheng.

Fri, 06 Feb 2026
12:00
S2.37

Unexpected Things I Learnt During My PhD with Dr Jenny Power

Dr Jenny Power
(Heriot-Watt University)
Abstract

Dr Jenny Power (Heriot-Watt University) will share some of the personal and unexpected lessons she learnt while completing her PhD. We’ll then discuss how a “perfect PhD student” doesn’t exist!

Fri, 30 Jan 2026
15:00
South Mezz Circulation

OxWIM Day Launch Party

Abstract

Join us for the launch party for our conference for women and non-binary people, OxWIM Day 2026, following Fridays@2. Coffee, tea and cake will be provided. Conference registration is currently open at www.oxwomeninmaths.co.uk

Fri, 23 Jan 2026
12:30
N4.01

Mathematrix Quiz and Pizza Lunch

Abstract

In our first event of term, we have a fun quiz competition to help you get to know other Mathematrix members and a free pizza lunch from White Rabbit! What more could you want?

Wed, 28 Jan 2026

11:00 - 13:00
L4

Renormalization of the subcritical sine-Gordon model

Jaka Pelaic
(Mathematical Institute University of Oxford)
Abstract

We give an introduction to a rigorous renormalization group analysis of the sine-Gordon model with a focus on deriving the lowest-order beta function.

Fri, 06 Mar 2026
12:00
Quillen Room N3.12

Lie algebras in positive characteristic

Lewis Groves
(University of Bath)
Abstract

The representation theory of Lie algebras over fields of positive characteristic behaves quite differently to the characteristic zero case. For example, in positive characteristic, the dimension of all simple modules is finite and bounded. In this talk, we’ll begin by recalling the classification of finite simple representations of sl_2, and then explore how this changes when we move to the positive characteristic setting. Along the way, we’ll discuss the additional structures that appear in positive characteristic, such as restricted Lie algebras, the p-centre, and reduced enveloping algebras.

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