Lectures on the integrability of the 6-vertex model
arXiv:1010.5031
Abstract
This is an overview of various aspects of the 6-vertex model in statistical mechanics and related models.
81 pages. Lectures given at the summer school in theoretical physics, Les Houches, July 2008. Published in Les Houches Proceedings
References in corpus (5)
- Thermodynamic limit of the Six-Vertex Model with Domain Wall Boundary Conditions
- Double Scaling and Finite Size Corrections in sl(2) Spin Chain
- Quasi-classical Study of Form Factors in Finite Volume
- Quasitriangularity of quantum groups at roots of 1
- Finite-size scaling and the toroidal partition function of the critical asymmetric six-vertex model
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- Stochastic six-vertex model
- Baxter Q-operator from quantum K-theory
- Lectures on Integrable probability: Stochastic vertex models and symmetric functions
- Macdonald processes, quantum integrable systems and the Kardar-Parisi-Zhang universality class
- A distribution approach to finite-size corrections in Bethe Ansatz solvable models
- Integrable systems from the classical reflection equation
- Extreme boundary conditions and random tilings
- Algebraic arctic curves in the domain-wall six-vertex model
- The Bethe ansatz for the six-vertex and XXZ models: an exposition
- Delocalization of the height function of the six-vertex model
- Toroidal q-Opers
- Boundary correlation functions of the six and nineteen vertex models with domain wall boundary conditions
- Sixty years of percolation
- The Zoo of Opers and Dualities
- Mapping TASEP back in time
- On Wronskians and -systems