2012Shuxue de shijian yu renshiRequires access

Some Constructions of Group-Gradedλ- Hopf Algebras

Xiao Yan-yan

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Abstract

In this paper,we study the constructions of a group-graded A-bialgebra(Hopf algebra),and we get two kinds of new group-graded A-bialgebra(Hopf algebra) from a given group-graded A-bialgebra(Hopf algebra) and a bicharacter on the group.

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In this paper,we study the constructions of a group-graded A-bialgebra(Hopf algebra),and we get two kinds of new group-graded A-bialgebra(Hopf algebra) from a given group-graded A-bialgebra(Hopf algebra) and a bicharacter on the group.

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Available abstract

In this paper,we study the constructions of a group-graded A-bialgebra(Hopf algebra),and we get two kinds of new group-graded A-bialgebra(Hopf algebra) from a given group-graded A-bialgebra(Hopf algebra) and a bicharacter on the group.

Key concepts: Hopf algebra, Bialgebra, Mathematics, Group (periodic table), Representation theory of Hopf algebras, Quasitriangular Hopf algebra, Quantum group, Algebra over a field

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