Detail publikace
Properties of Fuzzy Metrics on Rn
BEDNÁŘ, J.
Anglický název
Properties of Fuzzy Metrics on Rn
Typ
článek ve sborníku ve WoS nebo Scopus
Jazyk
en
Originální abstrakt
We define the distance between two fuzzy points in a fuzzy metric space as a fuzzy set in set of non-negative real numbers on the basis of Zadeh’s extension principle. We introduce fuzzification of some basic metric on Rn and properties of these fuzzy metrics as a suitable partial ordering or a triangle inequality are studied.
Anglický abstrakt
We define the distance between two fuzzy points in a fuzzy metric space as a fuzzy set in set of non-negative real numbers on the basis of Zadeh’s extension principle. We introduce fuzzification of some basic metric on Rn and properties of these fuzzy metrics as a suitable partial ordering or a triangle inequality are studied.
Klíčová slova anglicky
fuzzy metric, fuzzy distance, fuzzy metric space
Rok RIV
2002
Vydáno
04.09.2002
Nakladatel
HOCHSCHULE Zittau/Gorlitz
Místo
Zittau
ISBN
3-9808089-2-0
Kniha
Proceedings of the East West Fuzzy Colloquium 2002 and 10th Zittau Fuzzy Colloquium
Počet stran
5
BIBTEX
@inproceedings{BUT10065,
author="Josef {Bednář},
title="Properties of Fuzzy Metrics on Rn",
booktitle="Proceedings of the East West Fuzzy Colloquium 2002 and 10th Zittau Fuzzy Colloquium",
year="2002",
month="September",
publisher="HOCHSCHULE Zittau/Gorlitz",
address="Zittau",
isbn="3-9808089-2-0"
}