Fri, 27 Feb 2026

14:00 - 15:00
L1

Where can a mathematics degree take you?

Abstract

In this week's Fridays@2, a panel of representatives from a range of companies who employ mathematics graduates will be here to answer your questions.A degree in mathematics opens doors far beyond academia, but what do those paths really look like? Join us for a panel event bringing together mathematicians working across Finance, Digital Services, Technology, Consulting, Data Analytics, and Teaching.

Our speakers will share their career journeys, how they moved from studying mathematics into industry roles, and what their day to day work involves. This is your opportunity to gain insight into the skills employers value, the challenges and opportunities in different sectors, and the many ways mathematical thinking shapes real world impact.

Whether you already have a clear goal or are still exploring your options, come along with your questions and curiosity and discover where maths could take you.

Fri, 20 Feb 2026

14:00 - 15:00
L1

AI and programming

Dominik Lukeš
Abstract

Dominik Lukeš from the AI Competency Centre will give an introductory survey of AI in relation to programming.

A modelling assessment of the impact of control measures on highly pathogenic avian influenza transmission in poultry in Great Britain.
Davis, C Hill, E Jewell, C Rysava, K Thompson, R Tildesley, M PLoS computational biology volume 22 issue 1 e1013874 (05 Jan 2026)
Supporting data for the paper "Neural networks for learning macroscopic chemotactic sensitivity from microscopic models"
Erban, R (01 Jan 2026)
Wed, 22 Oct 2025

16:00 - 17:00
L6

Introduction to group cohomology and a fixed point theorem

Shaked Bader
(Mathematical Institute University of Oxford)
Abstract
Most of the talk would be devoted to basic definitions and cute facts that are easy to prove with group cohomology. In the second part I'll state and prove a recent fixed point theorem which is joint work with Saar Bader, Uri Bader and Roman Sauer. Both parts of the talk should be followable to anyone who knows undergraduate level Algebraic Topology.


 

Wed, 15 Oct 2025

16:00 - 17:00
L6

Dehn Surgery and Knots

Misha Shmalian
((Mathematical Institute University of Oxford))
Abstract

Dehn surgery is a method of building three-dimensional manifolds that is ubiquitous throughout low-dimensional topology. I will give an introduction to Dehn surgery and discuss recent work with M. Kegel on the uniqueness of Dehn surgery descriptions of 3-manifolds. To do this, I will discuss the reason that Dehn surgery is so prominent - namely that it interacts very well with many structures, such as the geometry and gauge theory of 3-manifolds. (I will do my very best to assume very little background knowledge.)

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