paper

Global Actions

arXiv:1506.08876

Abstract

A global action is an algebraic analogue of a topological space. It consists of group actions , , which fulfill a certain compatibility condition. We investigate the homotopy theory of global actions. The main result establishes a Galois type correspondence between connected coverings of a given connected global action and subgroups of the fundamental group of that action.

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Global Actions · wovepaper