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Algebra meets probability

Mar 31, 10:00 - Apr 2, 12:30

Organizers
• Dr. Alessandra Cipriani (University College London)
• Dr. Wioletta Ruszel (Utrecht University)

Summary
There is a natural and well-known connection between particle physics and representation theory via Grassmannian and Lie algebras, going back to Wigner. Specific algebraic structures, such as Virasoro algebras, are used in lattice models to describe symmetries and conservation laws. These structures help in understanding the behavior of systems at a microscopic level and in deriving macroscopic properties from microscopic rules.

In recent years there has been tremendous progress in connecting these two approaches and expressing observables like k-point correlation functions in interacting particle systems in terms of algebraic quantities, for example as fermionc and bosonic variables.

This event aims to bring together leading experts and researchers in the field to share their knowledge, insights, and recent advancements. The workshop will provide a platform for in-depth discussions and collaborative learning, fostering an environment where participants can exchange ideas and develop new perspectives on the interplay between these two fascinating areas of study.

Confirmed speakers:

David Adame-CarilloAalto University
Francesca AriciLeiden University
Chiara BoccatoUniversity of Pisa
Martijn CaspersTU Delft
Nicholas CrawfordTechnion, Haifa
Margherita DisertoriUniversity of Bonn
Tyler HelmuthDurham University
Bas Janssens TU Delft
Kalle KytöläAalto University
Yves Le JanNYU Abu Dhabi
Franz MerklTU München
TBC: Eveliina PeltolaAalto University
Silke RollesTU München
Walter van SuijlekomRadboud University Nijmegen
Pierre TarrèsNYU Shanghai

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Details

Start:
Mar 31, 10:00
End:
Apr 2, 12:30

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