As Ramadan will fall primarily within term time this year, the University Equality and Diversity Unit (EDU) has collated a list of spaces that can be available for prayer for staff and students who may be on-site in department buildings. In our case that means S0.30, at the far end of the South Side.

Tue, 05 May 2026
14:00
L6

TBC

Eric Opdam
(University of Amsterdam)
Abstract

to follow

We are seeking mentors and projects for online research projects with Africa. This scheme matches mentors with Master’s-level students in sub-Saharan Africa who are not currently enrolled in a PhD programme; through a combination of research experience and skills training, the scheme aims to empower students to make competitive graduate applications in Africa and elsewhere. 

Wed, 18 Feb 2026

16:00 - 17:00
L6

Fibring, foliations and group theory

William Thomas
((Mathematical Institute University of Oxford))
Abstract
The phenomena of 3-manifolds fibring over S^1 has strong links with group theory. A particular instance of this is Stallings’s fibring theorem, which roughly says that a compact 3-manifold fibres over S^1 if and only if its fundamental group admits a nontrivial homomorphism to Z with finitely generated kernel. A manifold fibring over S^1 is in some sense generalised by having a (codimension 1) foliation, with the latter forming a far broader class of objects. As such, one cannot hope in general to see a foliation in the fundamental group of your manifold, and especially not in as nice a form as a group homomorphism! In this talk we will give a gentle introduction to the objects mentioned above, before introducing a particularly nice class of foliations introduced by Thurston which do in fact appear in the fundamental group in the form of a quasimorphism with strong geometric properties. Time permitting, I will mention some ongoing work with Paula Heim on the study of these quasimorphisms from the perspective of group theory and coarse geometry. 



 

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