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Name: Yang-baxter-equation-and-quantum-enveloping-algebras

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The exact solution of C N Yang's one-dimensional many-body problem with repulsive delta-function interactions and R J Baxter's eight-vertex statistical model. Buy Yang-Baxter Equation and Quantum Enveloping Algebras (Advanced Series on Theoretical Physical Science) on ✓ FREE SHIPPING on. A textbook on the Yang-Baxter equation, it explains the presentation of the equation from statistical models, and expounds systematically the meaning and.

Gordan coefficients of quantum enveloping algebras [3,4]. Based on them, a series of solutions Rq of the simple Yang-Baxter equation (without spectral. Yang-Baxter Equation and Quantum Enveloping Algebras (Advanced Series on Theoretical Physical Science), price, review and buy in Dubai, Abu Dhabi and. Chung H J and Koh I G Solutions to the quantum Yang-Baxter equation N Yu Quantum universal enveloping algebras, the Yang-Baxter equation.

Colored solutions of the Yang–Baxter equation from representations of U[sub q]gl (2) Duals of colored quantum universal enveloping algebras and colored. 19 Dec Yang-Baxter equation are presented for the minimal representations of the quantum exceptional E6 and E7 universal enveloping algebras. Special Issue "Hopf Algebras, Quantum Groups and Yang–Baxter Equations . Open AccessArticle Universal Enveloping Commutative Rota–Baxter Algebras of . 24 Mar The constant Yang–Baxter equation, or quantum Yang–Baxter equation, (To interpret (a7), imbed in its universal enveloping algebra: the. quantized enveloping algebras of twisted affine Lie algebras. These give new solutions to the spectral parameter dependent quantum Yang-Baxter equation.

The form of the Yang Baxter equation you are studying developed to a large agrees with the R matrix coming from a quantum affine algebra. .. of the quantised enveloping algebra of a Kac-Moody algebra (not of finite type). 8 Dec how it emerges in the Yang-Baxter equation. First we review struction of an universal enveloping algebra and how by deforming. U[sl(2)] we obtain the 2 The Yang-Baxter algebra and the quantum Uq[sl(2)]. 1 Algebras. Hopf algebra satis es the quantum Yang-Baxter equation, as we can easily to the classical limit of certain quantum deformed universal enveloping algebras. Trigonometric solutions of the Yang-Baxter equation associated with the quantum . algebraic basis (the type of quantum universal enveloping Lie algebras.


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