Publication detail
Another Jordan Curve Theorem in the topological space (Z^2,w).
ŠLAPAL, J.
Original Title
Another Jordan Curve Theorem in the topological space (Z^2,w).
Type
conference paper
Language
English
Original Abstract
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).
Keywords
Alexandroff topology, quotient topology, digital plane, Jordan curve
Authors
ŠLAPAL, J.
RIV year
2014
Released
2. 1. 2014
Publisher
Auburn University
Location
Alabama 36849, USA
ISBN
0146-4124
Periodical
Topology Proceedings
Year of study
43
Number
1
State
United States of America
Pages from
47
Pages to
56
Pages count
10
BibTex
@inproceedings{BUT76115,
author="Josef {Šlapal}",
title="Another Jordan Curve Theorem in the topological space (Z^2,w).",
booktitle="Topology Proceedings",
year="2014",
journal="Topology Proceedings",
volume="43",
number="1",
pages="47--56",
publisher="Auburn University",
address="Alabama 36849, USA
",
issn="0146-4124"
}