论文标题
HOPF代数由有限集组成
Hopf Algebras Consisting of Finite Sets
论文作者
论文摘要
在本文中，我们将由Feynmam图组成的Connes-Kreimer HPOF代数的结构概括为标量场的抽象有限集，矩阵和恒星产品的情况，其中有限集的情况是必不可少的。
In this article we generalise the structure of Connes-Kreimer Hpof algebra consisting of Feynmam diagrams to the situations of abstract finite sets, matrices and star product of scalar field, where the construction for the case of finite sets is essential.
