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Lie bialgebra structures on derivation Lie algebra over quantum tori
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作者 Xiaomin TANG Lijuan LIU Jinli XU 《Frontiers of Mathematics in China》 SCIE CSCD 2017年第4期949-965,共17页
We investigate Lie bialgebra structures on the derivation Lie algebra over the quantum torus. It is proved that, for the derivation Lie algebra W over a rank 2 quantum torus, all Lie bialgebra structures on W are the ... We investigate Lie bialgebra structures on the derivation Lie algebra over the quantum torus. It is proved that, for the derivation Lie algebra W over a rank 2 quantum torus, all Lie bialgebra structures on W are the coboundary triangular Lie bialgebras. As a by-product, it is also proved that the first eohomology group H1 (W, W × W) is trivial, 展开更多
关键词 Lie bialgebra Yang-Baxter equation derivation Lie algebra over quantum tori
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