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The First Homology Group of a G-Set

机译:G-Set的第一个同源组

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We introduce a notion of a geometric C-set, which is a G-set equipped with a closure operation and an independence relation. For a geometric G-set. we define homology groups of orbits and we identify the first homology groups of orbits. These homology groups generalize the homology groups of types in model theory. Also we construct a groupoid on the set of orbit whose vertex groups are the first homology groups of orbits and from this, we associated a groupoid on the Stone space of types whose vertex groups are the first homology groups of types.
机译:我们介绍了几何C集合的概念,该概念是配备有闭合操作和独立关系的G集。用于几何G集。我们定义了轨道的同源组,我们识别轨道的第一个同源性群体。这些同源群地概括了模型理论中类型的同源组。此外,我们在顶点组是轨道的轨道集中构建了一个Galoid,它是轨道的第一个同源性群体,我们在顶点基团是第一类型的第一同源性组的石材空间上关联一个Galoid。

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