Generating brain-wide connectome using synthetic axonal morphologies
 Petkantchin, R Berchet, A Peng, H Markram, H Kanari, L (2024)
Digital Reconstruction of the Neuro-Glia-Vascular Architecture.
 Zisis, E Keller, D Kanari, L Arnaudon, A Gevaert, M Delemontex, T Coste, B Foni, A Abdellah, M Calì, C Hess, K Magistretti, P Schürmann, F Markram, H Cerebral cortex (New York, N.Y. : 1991) volume 31 issue 12 5686-5703 (Oct 2021)
Quantifying neuronal differentiation using temporal topological persistence
 Rigaux, K Castro, A Kanari, L (2025)
The neocortical microcircuit collaboration portal: a resource for rat somatosensory cortex
 Ramaswamy, S Courcol, J Abdellah, M Adaszewski, S Antille, N Arsever, S Atenekeng, G Bilgili, A Brukau, Y Chalimourda, A Chindemi, G Delalondre, F Dumusc, R Eilemann, S Gevaert, M Gleeson, P Graham, J Hernando, J Kanari, L Katkov, Y Keller, D King, J Ranjan, R Reimann, M Rössert, C Shi, Y Shillcock, J Telefont, M Van Geit, W Diaz, J Walker, R Wang, Y Zaninetta, S DeFelipe, J Hill, S Muller, J Segev, I Schürmann, F Muller, E Markram, H Frontiers in Neural Circuits volume 9 44 (08 Oct 2015)
Breakdown and repair of the aging brain metabolic system
 Shichkova, P Coggan, J Kanari, L Boci, E Favreau, C Antonel, S Keller, D Markram, H (2023)
Computational generation of long-range axonal morphologies
 Berchet, A Petkantchin, R Markram, H Kanari, L (2024)
Of mice and men: Dendritic architecture differentiates human from mouse neuronal networks.
 Kanari, L Shi, Y Arnaudon, A Barros-Zulaica, N Benavides-Piccione, R Coggan, J DeFelipe, J Hess, K Mansvelder, H Mertens, E Meystre, J Perin, R Pezzoli, M Daniel, R Stoop, R Segev, I Markram, H de Kock, C iScience volume 28 issue 7 112928 (18 Jul 2025)
Tue, 02 Dec 2025
15:30
L4

Gopakumar-Vafa invariants of local curves

Naoki Koseki
(Liverpool)
Abstract

In the 1990s, physicists introduced an ideal way to count curves inside a Calabi-Yau 3-fold, called the Gopakumar-Vafa (GV) theory. Building on several previous attempts, Maulik-Toda recently gave a mathematical rigorous definition of the GV invariants. We expect that the GV invariants and the Gromov-Witten (GW) invariants are related by an explicit formula, but this stands as a challenging open problem. In this talk, I will explain recent mathematical developments on the GV theory, especially for local curves, including the cohomological chi-independence theorem and the GV/GW correspondence in a special case.

Tue, 11 Nov 2025
15:30
L4

How to make log structures

Alessio Corti
(Imperial College London)
Abstract

I will speak about my work with Helge Ruddat on how to construct explicitly log structures and morphisms. I will also discuss some motivation. I will try to stay informal and assume no prior knowledge of log structures.

Deriving Optimal Treatment Timing for Adaptive Therapy: Matching the Model to the Tumor Dynamics
 Gallagher, K Strobl, M Anderson, A Maini, P Bulletin of Mathematical Biology volume 87 issue 10 146 (08 Oct 2025)
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