Rodolfo Aguilar
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The fundamental group of quotients of products of some topological spaces by a finite group - A generalization of a Theorem of Bauer-Catanese-Grunewald-Pignatelli
The fundamental group of quotients of products of some topological spaces by a finite group - A generalization of a Theorem of Bauer-Catanese-Grunewald-PignatelliArticle
We provide a description of the fundamental group of the quotient of a product of topological spaces X i, each admitting a universal cover, by a finite group G, provided that there is only a finite number of path-connected components in X g i for every g ∈ G. This generalizes previous work of Bauer-Catanese-Grunewald-Pignatelli and Dedieu-Perroni.
Keywords: fundamental group,quotients by finite group,orbifolds,[MATH.MATH-AG]Mathematics [math]/Algebraic Geometry [math.AG],[MATH.MATH-GR]Mathematics [math]/Group Theory [math.GR]