Document Type

Conference Proceeding

Language

eng

Format of Original

7 p.

Publication Date

1-2009

Publisher

Topology Proceedings

Source Publication

Topology Proceedings

Source ISSN

0146-4124

Abstract

We show that a compactum is locally connected if and only if every semimonotone mapping onto it is also monotone. If we put open in place of monotone, we obtain the finite compacta; if we put in confluent, we obtain a large class of compacta, the connected members of which are connected im kleinen at each of their cut points.

Comments

Accepted version. Published as part of the proceedings of the conference, Spring Topology and Dynamics Conference, 2009: 39-45. Permalink. © Topology Proceedings 2009. Used with permission.

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