Publication result detail
Lower separation axioms in bitopogenous spaces
RICHMOND, T.; ŠLAPAL, J.
Original Title
Lower separation axioms in bitopogenous spaces
English Title
Lower separation axioms in bitopogenous spaces
Type
WoS Article
Original Abstract
Several naturally defined lower separation axioms for bitopological spaces obtained by modifying the axioms T-0, T-1, and R-0 appear in the literature. We introduce and study analogous separation axioms for bitopogenous spaces. In particular, we investigate relationships between the axioms and discuss the conditions under which the relationships are similar to those between the corresponding separation axioms for bitopological spaces.
English abstract
Several naturally defined lower separation axioms for bitopological spaces obtained by modifying the axioms T-0, T-1, and R-0 appear in the literature. We introduce and study analogous separation axioms for bitopogenous spaces. In particular, we investigate relationships between the axioms and discuss the conditions under which the relationships are similar to those between the corresponding separation axioms for bitopological spaces.
Keywords
Topogenous order; closure operator; bitopogenous space; lower separation axioms
Key words in English
Topogenous order; closure operator; bitopogenous space; lower separation axioms
Authors
RICHMOND, T.; ŠLAPAL, J.
RIV year
2025
Released
30.05.2024
Publisher
WALTER DE GRUYTER GMBH
Location
BERLIN
ISBN
1337-2211
Periodical
Mathematica Slovaca
Volume
74
Number
2
State
Slovak Republic
Pages from
491
Pages to
500
Pages count
10
URL
BibTex
@article{BUT188780,
author="Tom {Richmond} and Josef {Šlapal}",
title="Lower separation axioms in bitopogenous spaces",
journal="Mathematica Slovaca",
year="2024",
volume="74",
number="2",
pages="491--500",
doi="10.1515/ms-2024-0037",
issn="0139-9918",
url="https://www.degruyter.com/document/doi/10.1515/ms-2024-0037/html"
}