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A Fundamental Group for Dynamical Systems III: Simple Compactifications
Paul Feitfeit_p@utpb.eduUniversity Of Texas at Permian BasinOdessa, Texas, 79762View full profile →
* Corresponding author · click or hover a name for details
- Received:
- 24 Nov 2003
- Published Online:
- 03 Jun 2013
- Article type:
- Original Articles
- Language:
- EN
- Article no.:
- 1726037X.2004.10698483
- Pages:
- 91–105
Abstract
This paper continues exploration of a recent homotopy construction for group-sets. It characterizes the fundamental group of the standard one point and two point compactifications of . Each is a free profinite group on two generators. However, the canonical morphism between them does not induce an isomorphism on homotopy groups.
Keywords
References
- Feit, P.1999 . A Fundamental Group for Dynamical Systems I: Definitions . , 66 ( Part I ) : 51 – 86 .
- Feit, P.2004 . A Fundamental Group for Dynamical Systems II: Z . , 2 : 81 – 90 .
- Lubkin, S.1962 . Theory of Covering Spaces . , 104 : 205 – 238 .
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