高维的Frobenius型半单Hopf代数
고유적Frobenius형반단Hopf대수
High-dimensional Semisimple Hopf Algebras of Frobenius Type
  • 万方数据
    数学研究 수학연구
    JOURNAL OF MATHEMATICAL STUDY
    2011年 2期 139-147 ,共9页

    董井成

    동정성

    半单Hopf代数%特征标%Frobenius型 半單Hopf代數%特徵標%Frobenius型
    반단Hopf대수%특정표%Frobenius형
    Semisimple Hopf algebra%Character%Frobenius type
    设H是特征为零的代数闭域k上的半单Hopf代数.本文证明了如果dimкH 是小于351的奇数,则H是Frobenius型Hopf代数.
    설H시특정위령적대수폐역k상적반단Hopf대수.본문증명료여과dimкH 시소우351적기수,칙H시Frobenius형Hopf대수.
    Let H be a semisimple Hopf algebra over an algebraically closed field of characteristic zero. This paper proves that if dimκH is odd and less than 351, then H is of Frobenius type.
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