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7篇 您的检索式:作者名="Jin Quanqin"
    题名 作者 年代 出处 被引量
1Non-commutative Poisson algebra structures on the Lie algebras son(CQ)显示文摘Tong Jie Jin Quanqin 2007Algebra Colloquium2007,14,3:1
2Hom-Lie algebra structures on semi-simple Lie algebras显示文摘Quanqin Jin Xiaochao Li 2007Journal of Algebra2007,,4:1
3Poisson algebra structures on sp2e(CQ) with nullity m显示文摘Jin Quanqin Tong Jie 2007Acta Mathematica Scientia2007,27,3:1
4Poisson algebra structures on the Lie algebras so,(CQ)显示文摘Tong Jie Jin Quanqin 2007Algebra Collo- quium2007,14,3:1
5Finite-order inner automorphisms of the first kind on affine Lie algebras显示文摘SOME authors classified order two and order three automorphisms of affine Lie algebras. In this letter,Quanqin Jin Zhixue Zhang 1999Chinese Science Bulletin1999,44,21:0
6Minimal symmetric submanifolds in compact Riemannian symmetric spaces显示文摘A necessary and sufficient condition for a symmetric submanifold to be minimal in its ambient compact Riemannian symmetric space is given. By this condition a complete classification of non- minimal symmetric submanifolds in compact symmetric spaces is obtained.LIANG Ke 1 and JIN Quanqin 1,2 1. Department of Mathematics, Nankai University, Tianjin 300071, China 2. Department of Mathematics, Hebei University, Baoding 071002, China 1998Chinese Science Bulletin1998,43,21:0
7Automorphisms with order three of affine Lie algebras显示文摘Some properties of automorphisms of affine Lie algebras are presented. Automorphisms with order three are classified up to conjugacy, and their fixed point sets are also computed. As a corollary, it is proved that two automorphisms of order three are conjugate if and only if their fixed point sets are isomorphic.JIN Quanqin 1,2 and HOU Zixin 2 1. Department of Mathematics, Hebei University, Baoding 071002, China 2. Department of Mathematics, Nankai University, Tianjin 300071, China 1998Chinese Science Bulletin1998,43,21:0
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