Graph minors and metric spaces
Georgakopoulos, A Papazoglou, P Combinatorica volume 45 issue 3 (13 Jun 2025)
Illustrating the categorical Landau paradigm in lattice models
Bhardwaj, L Bottini, L Schafer-Nameki, S Tiwari, A Physical Review B volume 111 issue 5 (21 Feb 2025)
Quantum and Classical Markovian Graphical Causal Models and Their Identification
Barrett, J Friend, I Kissinger, A Leibniz International Proceedings in Informatics, LIPIcs volume 326 (03 Feb 2025)
Harnessing digital health data for suicide prevention and care: A rapid review
Bennett-Poynter, L Kundurthi, S Besa, R Joyce, D Kormilitzin, A Shen, N Sunwoo, J Szkudlarek, P Sequiera, L Sikstrom, L Digital Health volume 11 (23 Feb 2025)
Subglacial hydrology regulates oscillations in marine ice streams
Haseloff, M Hewitt, I Katz, R
Low-rank approximation of parameter-dependent matrices via CUR decomposition
Park, T Nakatsukasa, Y SIAM Journal on Scientific Computing volume 47 issue 3 A1858-A1887 (21 May 2025)
Fri, 28 Feb 2025 09:00 -
Mon, 01 Jun 2026 00:00
Mezzanine

Kathleen Hyndman - Nature+Maths=Art

Further Information

The Mathematical Institute is delighted to be hosting a major exhibition of artist Kathleen Hyndman's mathematically inspired work.

The exhibition of drawings and paintings illustrate Hyndman’s desire to see nature and the world around her in mathematical sequences and geometrical patterns. Golden Section proportions and angles, prime numbers as well as Fibonacci numbers and eccentric constructions are all used to create works achieving a calm and balanced unity.

Born in Essex, Hyndman trained at Kingston-upon-Thames School of Art and exhibited widely in the UK and abroad, including MOMA Oxford and the Hayward Annual in London. As well as a full time artist, she was also a teacher and mother of two. She lived and had her studio in Kingston Bagpuize in Oxfordshire and had exhibitions at Zuleika Gallery in Woodstock until her death in 2022.

Open Monday to Friday 9am to 5pm.

The exhibition is curated by Zuleika Gallery and Professor Martin Kemp FBA, and will run until June 2026.

Exhibition brochure

Bottom from left:  Hot Breeze, 1994; Heat, 1976; Exit (a seventeen sided work), 1993; Straight Line Rotation, White on Black. Forest, 1986

Below: film of the exhibition by Evan Nedyalkov

Mon, 26 May 2025
15:30
L5

Relative Invertibility and Full Dualizability of Finite Braided Tensor Categories

Thibault Décoppet
(Harvard University)
Abstract

I will discuss an enriched version of Shimizu's characterizations of non-degeneracy for finite braided tensor categories. Using these characterizations, it follows that an enriched finite braided tensor category is invertible as an object of the Morita 4-category of enriched braided tensor categories if and only if it is non-degenerate. As an application, I will explain how to extend the full dualizability result of Brochier-Jordan-Synder by showing that a finite braided tensor category is fully dualizable in the Morita 4-category of braided tensor categories if its symmetric center is separable.
 

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