论文标题
归一化仙人掌的无穷大业
An infinity operad of normalized cacti
论文作者
论文摘要
我们表明，归一化的仙人掌形成了$ \ infty $ - 奥佩拉德的形式，其形式满足了弱的Segal条件。为此，我们介绍了一个新的围绕树木的拓扑作业，并充实了树状类别$ω$。
We show that normalized cacti form an $\infty$-operad in the form of a dendroidal space satisfying a weak Segal condition. To do this, we introduce a new topological operad of bracketed trees and an enrichment of the dendroidal category $Ω$.
