Venue
Nordita, Stockholm, Sweden
Scope
Recently there has been significant progress constructing integrable deformations of two-dimensional field theories and their worldsheet duals. In special cases these models can be interpreted as string theories and their prospective AdS/CFT duals can be formulated in terms of non-commutative field theory. Their physics can also naturally be recast in terms of doubled or extended field theories. This program will bring together experts from across these fields to focus on new developments in Integrability, Dualities and Deformations.
Themes and Preliminary Program Schedule
The goal of the Integrability, Dualities and Deformations program is to bring together leading theoretical and mathematical physicists who are experts in:
- Integrable field theories, their deformations and their duals,
- Integrable lattice models and statistical mechanics,
- Integrability in higher-dimensional gauge theories,
- Quantum groups and (quasi-)Hopf algebras,
- Extended field theories and generalised geometry,
- Non-commutative and non-associative geometry and field theory,
- Integrability in string theory and gauge/gravity duality,
to facilitate the exchange of ideas, collaboration, and new developments across these fields.
In the first week of the program we will hold a workshop with four research talks and three discussion sessions led by experts. The conference will take place in week two. There will be four talks on the first four days, and two talks on the final day, with Friday afternoon free for collaboration and travel. There will be ample time for scientific discussions and we will hold a poster session on Monday.
Invited Speakers
More information coming soon...
Scientific Advisory Board
More information coming soon...
Previous events
This program continues a series of previous events:
https://indico.cern.ch/e/IDD2024
https://indico.cern.ch/e/IDD2023, https://indico.cern.ch/e/YRISW23
https://indico.cern.ch/e/IDD2022
https://indico.cern.ch/e/IDD2021
https://sites.google.com/view/intdualdef