论文标题
正式的类别和复杂性
Amenable category and complexity
论文作者
论文摘要
Amenable类别是Lusternik-Schnirelman类别的变体，基于Amenable Open子集的封面。我们研究了一项图和符合性类别的单调性问题，以及可符合的类别和拓扑复杂性之间的关系。
Amenable category is a variant of the Lusternik-Schnirelman category, based on covers by amenable open subsets. We study the monotonicity problem for degree-one maps and amenable category and the relation between amenable category and topological complexity.
