That Robin Wilson, he doesn't half go on.
To infinity in fact, the topic of Robin's eighteenth and final talk on the equations that made mathematics. With an irritating little paradox to whet your appetite below and the full talk here.
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The embryonic origins of site-specific arthritis.
Davidson, S
Simone, D
Jansen, K
Cowan, M
Machado, C
Reekie, I
Bhalla, A
Borst, R
Prada Medina, C
Bull, J
Wong, Z
Hill, S
Garvilles, M
Pledger, S
Nisa, P
Schwingen, N
Windell, D
Attar, M
Disney, C
Bodey, A
Parmenter, A
Byrne, H
Ahmed, S
Marathe, S
Lee, P
Mahony, C
Croft, A
Sansom, S
Coles, M
Buckley, C
Nature immunology
(08 Jun 2026)
SchistoTrackVideoNet: multilabel deep learning-based classification of schistosomal periportal fibrosis from ultrasound video
Ockenden, E
Anguajibi, V
Mpooya, S
Ntegeka, B
Mugume, T
Nabatte, B
Kabatereine, N
Noble, J
Chami, G
(02 Jun 2026)
SchistoTrackNet: machine learning for diagnosis of schistosomiasis-associated periportal fibrosis from ultrasound images
Ockenden, E
Anguajibi, V
Mpooya, S
Ntegeka, B
Mugume, T
Nabatte, B
Kabatereine, N
Noble, J
Chami, G
(02 Jun 2026)
Kripke on Gödel Incompleteness
Isaacson, D
Theoria
(19 May 2026)
Thu, 11 Jun 2026
11:00
11:00
C3
Local and global approximation via ultraproduct
Boris Zilber
(Oxford University)
Abstract
I am going to talk on a work aimed at formalising approximation procedures in physics. The main new model-theoretic tool in this work is the notion of the ultraproduct in the classes of emerging metric structures which generalises the ultraproduct of general structures developed by J.Kiesler. In particular, the structure of Minkowski spacetime with the action of the Lorentz group is an emerging metric ultraproduct of certain finite structures invariant under the action of appropriate finite groups. Also, it is shown that any compact simple Lie group is representable as emerging metric ultraproduct of finite groups.
Remarks on the Inverse Littlewood Conjecture
Bloom, T
Green, B
The Quarterly Journal of Mathematics
(01 Jun 2026)