Continuous Indexing of Fibrosis (CIF): improving the assessment and classification of MPN patients
 Harrington, H Ryou, H Sirinukunwattana, K Aberdeen, A Grindstaff, G Stolz, B Byrne, H Sousos, N Godfrey, A Harrison, C Psaila, B Mead, A Rees, G Turner, G Rittscher, J Royston, D Leukemia volume 37 348-358 (05 Dec 2022) doi:10.1038/s41375-022-01773-0
Curvature in biological systems: its quantification, emergence, and implications across the scales
 Schamberger, B Roschger, A Ziege, R Anselme, K Amar, M Bykowski, M Castro, A Cipitria, A Coles, R Dimova, R Eder, M Ehrig, S Escudero, L Evans, M Fernandes, P Fratzl, P Geris, L Gierlinger, N Hannezo, E Iglič, A Kirkensgaard, J Kollmannsberger, P Kowalewska, Ł Kurniawan, N Papantoniou, I Pieuchot, L Pires, T Renner, L Sageman-Furnas, A Schröder-Turk, G Sengupta, A Sharma, V Tagua, A Tomba, C Trepat, X Waters, S Yeo, E Bidan, C Dunlop, J Advanced Materials volume 35 issue 13 (15 Feb 2023) doi:10.1002/adma.202206110
Curvature in biological systems: its quantification, emergence, and implications across the scales
 Schamberger, B Roschger, A Ziege, R Anselme, K Amar, M Bykowski, M Castro, A Cipitria, A Coles, R Dimova, R Eder, M Ehrig, S Escudero, L Evans, M Fernandes, P Fratzl, P Geris, L Gierlinger, N Hannezo, E Iglič, A Kirkensgaard, J Kollmannsberger, P Kowalewska, Ł Kurniawan, N Papantoniou, I Pieuchot, L Pires, T Renner, L Sageman-Furnas, A Schröder-Turk, G Sengupta, A Sharma, V Tagua, A Tomba, C Trepat, X Waters, S Yeo, E Bidan, C Dunlop, J Advanced Materials volume 35 issue 13 (15 Feb 2023) doi:10.1002/adma.202206110
Photo of two female DPhil students

Maryam Mirzakhani Scholarship for female DPhil (PhD) students

The new scholarship, enabled by founding and principal donor XTX Markets, launches in memory of Iranian mathematician Maryam Mirzakhani.

A £2.48 million gift from founding and principal donor XTX Markets, the global algorithmic trading firm, will enable the endowment of a Maryam Mirzakhani scholarship scheme at the University of Oxford, to help talented female graduates pursue doctoral studies in mathematics at Oxford.

Universal characteristics of deep neural network loss surfaces from random matrix theory
 Baskerville, N Keating, J Mezzadri, F Najnudel, J Granziol, D Journal of Physics A: Mathematical and Theoretical volume 55 issue 49 (16 Dec 2022) doi:10.1088/1751-8121/aca7f5
Mon, 06 Mar 2023
14:15
L4

Phase transitions with Allen-Cahn mean curvature bounded in $L^p$.

Shengwen Wang
(Queen Mary University)
Abstract

We consider the varifolds associated to phase transitions whose first variation of Allen-Cahn energy is $L^p$ integrable with respect to the energy measure. We can see that the Dirichlet and potential part of the energy are almost equidistributed. After passing to the phase field limit, one can obtain an integer rectifiable varifold with bounded $L^p$ mean curvature. This is joint work with Huy Nguyen.

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