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Weak pullbacks of topological groupoids

机译:拓扑类群的弱回调

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We introduce the category HG, whose objects are topological groupoids endowed with compatible measure theoretic data: a Haar system and a measure on the unit space. We then define and study the notion of weak pullback in the category of topological groupoids, and subsequently in HG. The category HG is the setting for topological groupoidification, which we present in separate papers, and in which the weak pullback is a key ingredient.
机译:我们介绍了HG类,其对象是具有兼容的度量理论数据的拓扑类群:Haar系统和单位空间上的度量。然后,我们在拓扑组群类别中定义并研究弱回撤的概念,随后在HG中进行定义。 HG类别是拓扑分组化的设置,我们在单独的论文中进行介绍,其中弱回撤是关键因素。

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