论文标题
产品空间的模棱两可的自我态度等效度
Equivariant self-homotopy equivalences of product spaces
论文作者
论文摘要
令G为有限的组。我们研究了G空间产物的G-均衡型自动助理等效性。对于N空间的乘积，我们将其表示为降低性可降低性的假设下的N-群的产物。此外，我们将每个因素描述为一个分裂的短序列。另外，我们获得了另一种分解，称为$ lu $ type分解，作为两个亚组的产物。
Let G be a finite group. We study the group of G-equivariant self-homotopy equivalences of product of G-spaces. For a product of n-spaces, we represent it as product of n-subgroups under the assumption of equivariant reducibility. Further we describe each factor as a split short exact sequence. Also, we obtain an another kind of factorisation, called $LU$ type decomposition, as product of two subgroups.
