Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Log inSign up
Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Blog
Job Board
Q3AS

© 2026 Aqora Quantum S.A.S.

TermsPrivacyLegal Notice

Physics Letters A

Infinite discrete symmetry group for the Yang-Baxter equations: Spin models

Marc Bellon, J.-M. Maillard, C.-M. Viallet

Published Aug 1, 1991• 39 citations
Publisher
DOI
10.1016/0375-9601(91)90867-8

Related papers

Symmetries and solutions of colored Yang-Baxter equation for six vertex model

Xiaodong Sun, Shikun Wang, Ke Wu

•Jan 1, 1994•0 citations

Yang-Baxter Equations in Paris : proceeding of the conference, Jussieu July 24-30, 1992

J.-M. Maillard

Exact Spectrum of the Critical Three-State Potts Chain (G Albertini) New Results Related to the Chiral Potts Model (H Au-Yang & J H H Perk) Chiral Potts Model: Corner Transfer Matrices and Parametrizations (R J Baxter) Solvable Lattice Models in Three Dimensions (VV Bazhanov) Dressing Symmetries (D Bernard) Knot Theory and Chem-Simons Lagrangian: Some Remarks about the corresponding Diagrams (P Cartier) Recent Progress in 2-D Quantum Gravity (V Dotsenko) On Coordinate Algebras of Quantum Groups at Root of Unity (B Enriquez) Integrability in Discrete Systems (B Grammaticos) New Construction of Solvable RSOS Models (S 0 Warnaar) Birational Automorphisms and Yang-Baxter Equations (J-M Maillard) Yang-Baxter Equations and Non-Commutative Differential Calculus (G Maltsiniotis) Physics Beyond Quasi-Particules: Spectrum and Completeness of the Three-State Superintegrable Chiral Potts Model (B M McCoy) Analytic Calulation of Conformal Weights for A-D-E Lattice Models (P Pearce) Quantum Tops (A Reiman) Remarks on Quasi-Hopf Algebras (M Rosso) Symmetries of the Yang-Baxter Equations: A Remarkable Family of Discrete Groups (C-M Viallet) The Yang-Baxter Equation in Knot Theory (F Y Wu).

WORLD SCIENTIFIC eBooks•Jan 1, 1993•0 citations

Finite Groups and Quantum Yang–Baxter Equations

Peter Varga

Letters in Mathematical Physics•Mar 1, 1998•1 citation

Solutions of the boundary Yang Baxter equation for arbitrary spin

Gustav W. Delius, Rafael I. Nepomechie

We use boundary quantum group symmetry to obtain recursion formulae which determine nondiagonal solutions of the boundary Yang–Baxter equation (reflection equation) of the XXZ type for any spin j .

arXiv:hep-th/0204076•Journal of Physics A Mathematical and General•Jun 10, 2002•25 citations

Baxter operators for arbitrary spin

Dmitry Chicherin, Sergey E. Derkachov, David Roudolph Karakhanyan +1 more

arXiv:1106.4991•Nuclear Physics B•Sep 10, 2011•16 citations

Yang-Baxter algebras and quantum groups

Hector J. de Vega

Nuclear Physics B - Proceedings Supplements•Aug 1, 1990•0 citations
Exact Spectrum of the Critical Three-State Potts Chain (G Albertini) New Results Related to the Chiral Potts Model (H Au-Yang & J H H Perk) Chiral Potts Model: Corner Transfer Matrices and Parametrizations (R J Baxter) Solvable Lattice Models in Three Dimensions (VV Bazhanov) Dressing Symmetries (D Bernard) Knot Theory and Chem-Simons Lagrangian: Some Remarks about the corresponding Diagrams (P Cartier) Recent Progress in 2-D Quantum Gravity (V Dotsenko) On Coordinate Algebras of Quantum Groups at Root of Unity (B Enriquez) Integrability in Discrete Systems (B Grammaticos) New Construction of Solvable RSOS Models (S 0 Warnaar) Birational Automorphisms and Yang-Baxter Equations (J-M Maillard) Yang-Baxter Equations and Non-Commutative Differential Calculus (G Maltsiniotis) Physics Beyond Quasi-Particules: Spectrum and Completeness of the Three-State Superintegrable Chiral Potts Model (B M McCoy) Analytic Calulation of Conformal Weights for A-D-E Lattice Models (P Pearce) Quantum Tops (A Reiman) Remarks on Quasi-Hopf Algebras (M Rosso) Symmetries of the Yang-Baxter Equations: A Remarkable Family of Discrete Groups (C-M Viallet) The Yang-Baxter Equation in Knot Theory (F Y Wu).