Detail publikace
Další Jordanova věta v topologickém prostoru (Z^2,w).
ŠLAPAL, J.
Český název
Další Jordanova věta v topologickém prostoru (Z^2,w).
Anglický název
Another Jordan Curve Theorem in the topological space (Z^2,w).
Typ
článek ve sborníku ve WoS nebo Scopus
Jazyk
en
Originální abstrakt
As an alternative to the Khalimsky topology, the topology w on the digital plane Z^2 was introduced by the author of this note who also proved a Jordan curve theorem for it. It the present paper, another Jordan curve theorem for the topology w is proved determining a large variety of Jordan curves in the topological space (Z^2,w).
Český abstrakt
As an alternative to the Khalimsky topology, the topology w on the digital plane Z^2 was introduced by the author of this note who also proved a Jordan curve theorem for it. It the present paper, another Jordan curve theorem for the topology w is proved determining a large variety of Jordan curves in the topological space (Z^2,w).
Anglický abstrakt
As an alternative to the Khalimsky topology, the topology w on the digital plane Z^2 was introduced by the author of this note who also proved a Jordan curve theorem for it. It the present paper, another Jordan curve theorem for the topology w is proved determining a large variety of Jordan curves in the topological space (Z^2,w).
Klíčová slova česky
Alexandroff topology, quotient topology, digital plane, Jordan curve
Klíčová slova anglicky
Alexandroff topology, quotient topology, digital plane, Jordan curve
Rok RIV
2014
Vydáno
02.01.2014
Nakladatel
Auburn University
Místo
Alabama 36849, USA
ISSN
0146-4124
Kniha
Topology Proceedings
Ročník
43
Číslo
1
Strany od–do
47–56
Počet stran
10
BIBTEX
@inproceedings{BUT76115,
author="Josef {Šlapal},
title="Another Jordan Curve Theorem in the topological space (Z^2,w).",
booktitle="Topology Proceedings",
year="2014",
volume="43",
number="1",
month="January",
pages="47--56",
publisher="Auburn University",
address="Alabama 36849, USA
",
issn="0146-4124"
}