Triangulated and Stable Infinity Categories
in Topology and Algebra
21-25 June 2027
Imperial College London, UK
Triangulated and Stable Infinity Categories
in Topology and Algebra
21-25 June 2027
Imperial College London, UK
Stable infinity categories, and their algebraic counterpart triangulated categories, are by now the shared language underpinning much of modern algebra and topology. This meeting will bring researchers together from across algebra, representation theory, geometry, and homotopy theory to share recent breakthroughs and deepen this connection.
Speakers:
Lukas Brantner (University of Oxford)
Maxine Calle (University of Bonn)
Ivo Dell'Ambrogio (Université d'Artois)
Emanuele Dotto (University of Warwick)
Francesca Fedele (Ruhr-Universität Bochum)
Sira Gratz (Aarhus University)
John Greenlees (University of Warwick)
Fabian Hebestreit (Bielefeld University)
Gustavo Jasso (University of Cologne)
Peter Jorgensen (Aarhus University)
Janina Letz (Paderborn University)
Julia Pevtsova (University of Washington)
Maxime Ramzi (University of Münster)
Vesna Stojanoska (University of Illinois Urbana-Champaign)
Jan Šťovíček (Charles University, Prague)
Christoph Winges (University of Regensburg)
Organisers: Ben Briggs and Rudradip Biswas.
More information will appear soon. Contact Ben Briggs (b.briggs@imperial.ac.uk) or Rudradip Biswas (rudradipbiswas@gmail.com) if you have any questions about the meeting.
This conference will be funded by the London Mathematical Society, Imperial College London, and other sources.