Publication detail

ON A CLASS OF UNINORMS WHICH ARE NOT LOCALLY INTERNAL ON THE BOUNDARY

HLINĚNÁ, D. KALINA, M. KRÁĽ, P.

Original Title

ON A CLASS OF UNINORMS WHICH ARE NOT LOCALLY INTERNAL ON THE BOUNDARY

Czech Title

O speciální třídě uninorem.

English Title

ON A CLASS OF UNINORMS WHICH ARE NOT LOCALLY INTERNAL ON THE BOUNDARY

Type

conference paper

Language

en

Original Abstract

The aim of this paper is to analyze the behaviour of uninorms with a given neutral element e 2]0, 1[, which contain a zoomedout uninorm in a square ]a, b[2 (a < e < b) and which are constant on [0, a[ 2, ]b, 1]2, ]0, a[×]b, 1[ and ]b, 1[×]0, a[. Some illustrative examples of such uninorms are provided.

Czech abstract

Cílem tohoto příspěvku je analyzovat chování uninorem s daným neutrálním prvkem e from ] 0, 1 [, které obsahují zmenšenú uninormu ve čtverci ] a, b [ (a

English abstract

The aim of this paper is to analyze the behaviour of uninorms with a given neutral element e 2]0, 1[, which contain a zoomedout uninorm in a square ]a, b[2 (a < e < b) and which are constant on [0, a[ 2, ]b, 1]2, ]0, a[×]b, 1[ and ]b, 1[×]0, a[. Some illustrative examples of such uninorms are provided.

Keywords

Uninorm, Conjunctive uninorm, Not locally internal uninorm on the boundary, Pre-order induced by uninorm.

RIV year

2015

Released

07.07.2015

Publisher

University of Silesia

Location

88-100 Inowrocaw, Poland

ISBN

978-83-8012-519-3

Book

Proceedings of 8th International Summer School on Aggregation Operators (AGOP 2015)

Edition

University of Silesia

Pages from

133

Pages to

138

Pages count

6

URL

BibTex


@inproceedings{BUT119702,
  author="Dana {Hliněná}",
  title="ON A CLASS OF UNINORMS WHICH ARE NOT LOCALLY INTERNAL ON THE
BOUNDARY",
  annote="The aim of this paper is to analyze the behaviour
of uninorms with a given neutral element
e 2]0, 1[, which contain a zoomedout
uninorm in a square ]a, b[2 (a < e < b)
and which are constant on [0, a[ 2, ]b, 1]2,
]0, a[×]b, 1[ and ]b, 1[×]0, a[. Some illustrative
examples of such uninorms are provided.",
  address="University of Silesia",
  booktitle="Proceedings of 8th International Summer School on Aggregation Operators (AGOP 2015)",
  chapter="119702",
  edition="University of Silesia",
  howpublished="print",
  institution="University of Silesia",
  year="2015",
  month="july",
  pages="133--138",
  publisher="University of Silesia",
  type="conference paper"
}