The universal covering map in o-minimal expansions of groups

Edmundo, Mário; Eleftheriou, P. E.; Prelli, L.

http://hdl.handle.net/10400.2/2828

Utilize este identificador para referenciar este registo.

Nome:	Descrição:	Tamanho:	Formato:
ucm_03_06_13.pdf		439.24 KB	Adobe PDF	Ver/Abrir

Contacte-nos

Autores

Edmundo, Mário

Eleftheriou, P. E.

Prelli, L.

Resumo(s)

In this paper we study locally definable manifolds and we prove: (i) the existence of universal locally definable covering maps; (ii) invariance results for locally definable covering maps, o-minimal fundamental groups and fundamental groupoids; (iii) monodromy equivalence for locally constant o-minimal sheaves; (iv) classification results for locally definable covering maps; (v) o-minimal Hurewicz and Seifert-van Kampen theorems.

Palavras-chave

O-minimal universal covers Fundamental groups

URI

http://hdl.handle.net/10400.2/2828

Citação

Edmundo, Mário; Eleftheriou, P. E.; Prelli, L. - The universal covering map in o-minimal expansions of groups. "Topology and its Applications" [Em linha]. ISSN 0166-8641 (Print) 1879-3207 (Online). Vol. 160, nº 13 (ago. 2013), p. 1-39

Editora

Elsevier B.V.

Coleções

Matemática e Estatística | Artigos em revistas internacionais / Papers in international journals

Ver registo completo