论文标题
到“摩尔流的同质理论I”
Erratum to "Homotopy theory of Moore flows I"
论文作者
论文摘要
修复类别类别的概念是错误的，必须对其进行调整。事实证明，对于一般的修复类别类别$ \ MATHCAL {p} $，$ \ Mathcal {p} $的张量产品产生了双粘合的半型结构。它还描述了$ \ mathcal {g} $ - 空格的某种对象构造。
The notion of reparametrization category is incorrectly axiomatized and it must be adjusted. It is proved that for a general reparametrization category $\mathcal{P}$, the tensor product of $\mathcal{P}$-spaces yields a biclosed semimonoidal structure. It is also described some kind of objectwise braiding for $\mathcal{G}$-spaces.
