Golden jubilee for an iconic financial formula
Horvath, B Nature volume 618 issue 7964 243-245 (05 Jun 2023)

In the light of our recent success on social media (100k Instagram followers), we are looking to make a series of very short films (20-30 seconds) over the summer.

The theme is 'When did I know it was Maths'. 

That is, when was the moment when you knew you wanted to study or research maths. Your answer can be serious, funny, true, untrue or simply that you just ended up that way. Up to you what you say.

But we need volunteers. No effort, just a very quick filming from Evan and myself.

In light of recent cyber-attacks on the higher education sector, please try and to be particularly alert for phishing emails. Further advice here.

Essential properties of the tutte polynomial
Bollobas, B Riordan, O Handbook of the Tutte Polynomial and Related Topics 27-43 (06 Jul 2022)
Further Advances in Twistor Theory: Volume II: Integrable Systems, Conformal Geometry and Gravitation Mason, L Hughston, L Kobak, P (31 May 2023)

Looking for somewhere to relax and socialise in central Oxford? The University Club on Mansfield Road, opposite Mansfield College, has reopened, and its sports facilities, modern gym and cafe and bar are available to current and retired staff, alumni and postgraduates. Bookable overnight accommodation will follow soon.

Find out more

Tue, 10 Oct 2023

14:00 - 15:00
L5

Residual finiteness growth functions of surface groups with respect to characteristic quotients

Mark Pengitore
(University of Virginia)
Abstract

Residual finiteness growth functions of groups have attracted much interest in recent years. These are functions that roughly measure the complexity of the finite quotients needed to separate particular group elements from the identity in terms of word length. In this talk, we study the growth rate of these functions adapted to finite characteristic quotients. One potential application of this result is towards linearity of the mapping class group.

We are looking to recruit an enthusiastic and committed Personal Assistant to provide complex diary management, international travel arrangements and administrative support, sometimes of a highly confidential nature, to Professor Terry Lyons and the DataSıg project (including academics, research staff and students); the post is fixed term, on a part-time basis (0.5FTE).

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