论文标题
同型公理的概括
On generalization of Homotopy Axiom
论文作者
论文摘要
在论文中\ emph {阿米尔。数学。 Soc。 \ textbf {31：1}（1972），271--275证明，如果$ g $是紧凑的拓扑组或字段，则在同型Alexander-Spanier-kolmogoroff共同体中，参数段$ [0，1]可以由任何Compact Conlact contract Connect contract contract contract contracted Space $替换。本文的目的是表明参数空间$ t $一般不能用本地紧凑的连接空间代替。
In the paper \emph{K.~Sigmon} A strong homotopy axiom for Alexander cohomology, Proc. Amer. Math. Soc. \textbf{31:1} (1972), 271--275 it was proven that if $G$ is compact topological group or field then in the Homotopy Axiom for Alexander-Spanier-Kolmogoroff cohomology the parameter segment $[0, 1]$ can be replaced by any compact connected space $T$. The purpose of the paper is to shows that the parameter space $T$ can not be replaced in general by locally compact connected space.
