Detail publikace

THE TEORETICAL PROPERTIES OF FUZZY METRICS IN FUZZY SEARCHING ON A FUZZY DATABASE

BEDNÁŘ, J.

Originální název

THE TEORETICAL PROPERTIES OF FUZZY METRICS IN FUZZY SEARCHING ON A FUZZY DATABASE

Typ

článek ve sborníku ve WoS nebo Scopus

Jazyk

angličtina

Originální abstrakt

The main purpose of this paper is the theoretical development of methods of fuzzy searching in fuzzy numbers especially in fuzzy numbers with a trapezoidal membership function, in virtue of information about properties of items which are saved in a fuzzy database system are represented by fuzzy numbers. On the basis of Zadeh’s extension principle are defined fuzzy metrics. Fuzzy distances between optimal value of properties and information about properties of saved items are defined by means of fuzzy metrics. So the optimal item is an item with minimal distance. The results will be applied to the creation of the fuzzy database system FSearch 3.0 as an upgrade of the fuzzy database system FSearch 2.0.

Klíčová slova

fuzzy database, fuzzy distance, fuzzy searching

Autoři

BEDNÁŘ, J.

Rok RIV

2001

Vydáno

20. 8. 2001

Nakladatel

HOCHSCHULE Zittau/Gorlitz

Místo

Zittau

ISBN

3-9808089-0-4

Kniha

9th Zittau Fuzzy Colloquium 2001

Strany od

9

Strany do

14

Strany počet

6

BibTex

@inproceedings{BUT3176,
  author="Josef {Bednář}",
  title="THE TEORETICAL PROPERTIES OF FUZZY METRICS IN FUZZY SEARCHING ON A FUZZY DATABASE",
  booktitle="9th Zittau Fuzzy Colloquium 2001",
  year="2001",
  pages="6",
  publisher="HOCHSCHULE Zittau/Gorlitz",
  address="Zittau",
  isbn="3-9808089-0-4"
}