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Titlebook: Algebra and Galois Theories; Régine Douady,Adrien Douady Textbook 2020 Springer Nature Switzerland AG 2020 Galois Theory.Coverings, fundam

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https://doi.org/10.1007/978-3-030-22715-9Let . be a topological space. A . is a topological space . together with a continuous map . called ..
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Categories and Functors,Some mathematical constructions are “natural” because they do not involve any arbitrary choice. These constructions can be transferred from one model to another representing the same situation. Category theory has been elaborated so as give this vague but powerful idea a precise meaning which can be used in mathematical proofs.
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,Zorn’s Lemma,mma and Zermelo’s theorem. Both play more or less the same role, and either can usually be chosen. In our opinion, Zorn’s lemma is more powerful, while Zermelo’s theorem sometimes casts a more significant light.
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