A classification of continuous image of compact interval space for which every closed subspace is homeomorphic to a clopen subspace

Robert Bonnet; M. Rubin

Article Dans Une Revue Topology and its Applications Année : 2008

A classification of continuous image of compact interval space for which every closed subspace is homeomorphic to a clopen subspace

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Robert Bonnet

Fonction : Auteur
PersonId : 861105

Laboratoire de Mathématiques

M. Rubin

Fonction : Auteur
PersonId : 861106

Department of Computer Science [Beer-Sheva]

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Mathématique discrète [cs.DM]

Robert Bonnet : Connectez-vous pour contacter le contributeur

https://hal.science/hal-00393955

Soumis le : mercredi 10 juin 2009-11:03:08

Dernière modification le : jeudi 4 avril 2024-18:27:40

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hal-00393955 , version 1 (10-06-2009)

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HAL Id : hal-00393955 , version 1

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Robert Bonnet, M. Rubin. A classification of continuous image of compact interval space for which every closed subspace is homeomorphic to a clopen subspace. Topology and its Applications, 2008, 155 (5), pp.375-411. ⟨hal-00393955⟩

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A classification of continuous image of compact interval space for which every closed subspace is homeomorphic to a clopen subspace

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