Many developments have recently occurred in the field of exactly-solvable quantum models in one dimension. Integrability-based methods have found applications in describing equilibrium dynamical properties of spin chains and quantum gases, allowed to study transport problems in detail, and have opened up new research fronts in out-of-equilibrium physics. The purpose of this school is to provide a solid grounding in integrability and its applications, bringing young researchers up-to-date with the most recent developments.
- Jean-Sébastien Caux (Amsterdam)
- Nicolai Kitanine (Dijon)
- Andreas Klümper (Wuppertal)
- Robert Konik (Brookhaven)
Dates: from 2018-07-30 to 2018-08-24.
Submissions to this Collection
- awaiting resubmission: scipost_201910_00039v1, Transport in one-dimensional i by J. Sirker (deprecated version 1)
- under refereeing: scipost_202004_00045v1, Statistical mechanics of integ by Frank Göhmann (current version)
- under refereeing: 1911.12811v1, Introduction to the nested alg by N. A. Slavnov (current version)
Publications in this Collection
- No Publication has yet been associated to this Collection