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Crossed modules as maps between connected components of topological groups

机译:交叉模块作为拓扑组连接组件之间的映射

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The purpose of this paper is to observe that a homomorphism of discrete groups f : Γ → G {f:Gammao G} arises asthe induced map π 0 ? ( ?? ) → π 0 ? ( ?? ) {pi_{0}(mathfrak{M})opi_{0}(mathfrak{X})} on path components of some closed normalinclusion of topological groups ?? ? ?? {mathfrak{M}subseteqmathfrak{X}} if and only ifthe map f can be equipped with a crossed module structure.In that case an essentially u
机译:本文的目的是观察到离散组F:γ→G {F: Gamma Go G}的同态,产生了诱导的图π0? (??)→π0? (??){ pi_ {0}( mathfrak {m}) to pi_ {0}( mathfrak {x})}在路径组件上的一些封闭正常刻度的拓扑组?? 还 当 { mathfrak {m} subseteq mathfrak {x}}如果映射f可以配备交叉的模块结构。在那种情况下,这是基本上

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