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The homotopy categorical crossed module of a CW-complex

机译:CW复合体的同伦分类交叉模块

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摘要

Crossed modules have longstanding uses in homotopy theory and the cohomology of groups. The corresponding notion in the setting of categorical groups, that is, categorical crosses modules, allowed the development of a low-dimensional categorical group cohomology. Now, its relevance is also shown here to homotopy types by associating, to any pointed CW-complex (X, *), a categorical crossed module that algebraically represents the homotopy 3-type of X.
机译:交叉模块在同伦理论和群的同调学中有着长期的应用。分类组设置中的相应概念(即分类交叉模块)允许开发低维分类组同调。现在,通过将与任何尖的CW复数(X,*)相关联的代数交叉模块(代数表示X的同型3型)关联到同型类型,也显示了其相关性。

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