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W -Algebra W (2; 2) and the Vertex Operator Algebra $${L(\frac{1}{2};\;0)\;\otimes\; L(\frac{1}{2};\;0)}$$[J] Wei Zhang;Chongying Dong Communications in Mathematical Physics 2009, 3
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Hamiltonian type Lie bialgebras[J] Bin Xin;Guang-ai Song;Yu-cai Su Science in China Series A: Mathematics 2007,
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Lie bialgebras of generalized Witt type[J] Guang’ai Song;Yucai Su Science in China Series A 2006,
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Lie Bialgebras of Generalized Virasoro–like Type[J] Yue Zhu Wu;Guang Ai Song;Yu Cai Su Acta Mathematica Sinica; English Series 2006,
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The hopf algebra of linearly recursive sequences[J] Brian Peterson;Earl J. Taft Aequationes Mathematicae 1980, 1
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Dual Lie bialgebra structures of Poisson types[J] SONG Guang'Ai;SU YuCai; Science China(Mathematics) 2015, 06