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首页> 外文期刊>Journal of physics, A. Mathematical and theoretical >Tetrahedron equation and quantum R matrices for infinite-dimensional modules of U_q(A_1 ~((1))) and U_q(A _2 ~((2)))
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Tetrahedron equation and quantum R matrices for infinite-dimensional modules of U_q(A_1 ~((1))) and U_q(A _2 ~((2)))

机译:U_q(A_1〜(((1)))和U_q(A _2〜((2)))的无穷维模块的四面体方程和量子R矩阵

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摘要

From the q-oscillator solution to the tetrahedron equation associated with a quantized coordinate ring, we construct solutions to the Yang-Baxter equation by applying a reduction procedure formulated earlier by Sergeev and the first author. The results are identified with the quantum R matrices for the infinite-dimensional modules of U_q(A_1 ~((1))) and U_q(A_2 ~((2))) corresponding to an affinization of Verma modules of their subalgebras isomorphic to U_q(sl_2) and q_4(sl_2.
机译:从q振子解到与量化坐标环相关的四面体方程,我们采用Sergeev和第一作者先前拟定的简化程序来构造Yang-Baxter方程的解。用对应于U_q(A_1〜(((1)))和U_q(A_2〜((2)))的无穷维模块的量子R矩阵来标识结果,这些无限维模块的子代数的Verma模块与U_q同构(sl_2)和q_4(sl_2。

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