Central invariants of p-Lie algebras in Yetter-Drinfeld categories
被引量：1
Central invariants of p-Lie algebras in Yetter-Drinfeld categories
摘要
The central invariants of the derived p-Lie algebras in Yetter-Drinfeld categories are studied.
The central invariants of the derived p-Lie algebras in Yetter-Drinfeld categories are studied.
参考文献1
-
1Montgomery,S.Hopf algebras and their actions on rings, CBMS tectures in Math.AMS, Providence RI: Am[].MathSoc.1993
同被引文献14
-
1Shouchuan Zhang,Yao-Zhong Zhang.Braided m-Lie Algebras[J]. Letters in Mathematical Physics . 2004 (2)
-
2Shuanhong Wang.Central invariants of ρ-Lie algebras in Yetter-Drinfeld categories[J]. Science in China Series A: Mathematics . 2000 (8)
-
3Y. Bahturin,D. Fischman,S. Montgomery.On the generalized Lie structure of associative algebras[J]. Israel Journal of Mathematics . 1996 (1)
-
4Majid S.Quantum and braided Lie algebra. Journal of Geometry . 1994
-
5Bahturin Y,Fischman D,Montgomery S.Bicharacter,twistings and Scheunert’’s theorem for Hopf algebra. Journal of Algebra . 2001
-
6Wang S H.On H-Lie structure of associative algebras in Yetter-Drinfel’’d categories. Communications in Alge-bra . 2002
-
7Wang S H,Zhu H X.On braided Lie structures of algebras in the categories of weak Hopf bimodules. Algebra Col-loquium . 2010
-
8S.H. Wang.An analogue of Kegel‘s theorem for quasi-associative algebras. Communications in Algebra . 2005
-
9Cohen C,et al.Schur’s double centralizer theorem for triangular Hopf algebras. Proceedings of the American Mathematical Society . 1994
-
10X. Gomez and S. Majid.Braided Lie algebras and bicovariant differential calculi over co-quasitriangular Hopf algebras. Journal of Algebra . 2003
-
1张作义.SIMPLE型方法收敛性分析[J].计算物理,1989,6(4):415-425.
-
2Hassen Suleman Esmael MOHAMMED,Tongtong LI,Huixiang CHEN.Hopf ＊-algebra structures on H（1, q）[J].Frontiers of Mathematics in China,2015,10(6):1415-1432. 被引量：2
-
3刘建波,张艳艳,张知学.The Realization of 4-dimensional 3-Lie Algebras[J].Northeastern Mathematical Journal,2007,23(3):247-254.
-
4Yu-feng ZHANG,Zhong HAN,Zhong-long ZHAO.Applications of a Few Lie Algebras[J].Acta Mathematicae Applicatae Sinica,2016,32(2):289-304.
-
5郭天榜,程伟.Some Properties of Fuzzy Filter and Its Category[J].Chinese Quarterly Journal of Mathematics,1998,13(3):18-22.
-
6董显亮.《Polynomiat Invariants of Graphs》的一个注记[J].辽宁科技学院学报,1999,4(3):49-50.
-
7管克英,刘胜,雷锦志.THE LIE ALGEBRA ADMITTED BY ANORDINARY DIFFERENTIAL EQUATION SYSTEM[J].Annals of Differential Equations,1998,14(2):33-44.
-
8Monica La Barbiera.On Standard Invariants of Bi-polymatroidal Ideals[J].Algebra Colloquium,2014,21(2):267-274.
-
9Limeng XIA.Note on Co-split Lie Algebras[J].Chinese Annals of Mathematics,Series B,2012,33(5):651-656. 被引量：4
-
10P. G. Romeo,Sreejamol P. R..On the Category of Ideals of Ring[J].Journal of Mathematics and System Science,2017,7(3):94-99.
