Manifolds : Hausdorffness versus homogeneity

Baillif, Mathieu; Gabard, Alexandre Pierre Joseph

Scientific article

English

Manifolds : Hausdorffness versus homogeneity

ContributorsBaillif, Mathieu; Gabard, Alexandre Pierre Joseph

Published inProceedings of the American Mathematical Society, vol. 136, no. 3, p. 1105-1111

Publication date2008

Abstract

We analyze the relationship between Hausdorffness and homogeneity in the frame of manifolds not confined to be Hausdorff. We exhibit examples of homogeneous non-Hausdorff manifolds and prove that a Lindel¨of homogeneous manifold is Hausdorff.

Affiliation entities

Faculté des sciences / Section de mathématiques

Citation (ISO format)

BAILLIF, Mathieu, GABARD, Alexandre Pierre Joseph. Manifolds : Hausdorffness versus homogeneity. In: Proceedings of the American Mathematical Society, 2008, vol. 136, n° 3, p. 1105–1111.

Article (Published version)

Identifiers

PID : unige:9780

Journal ISSN0002-9939

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Creation05/07/2010 13:03:00

First validation05/07/2010 13:03:00

Update14/03/2023 15:55:45

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Manifolds : Hausdorffness versus homogeneity

We analyze the relationship between Hausdorffness and homogeneity in the frame of manifolds not confined to be Hausdorff. We exhibit examples of homogeneous non-Hausdorff manifolds and prove that a Lindel¨of homogeneous manifold is Hausdorff.

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