Publication result detail

Modelling of Join Spaces with Proximities by First-Order Linear Partial Differential Operators

CHVALINA, J.; HOŠKOVÁ, Š.

Original Title

Modelling of Join Spaces with Proximities by First-Order Linear Partial Differential Operators

English Title

Modelling of Join Spaces with Proximities by First-Order Linear Partial Differential Operators

Type

Peer-reviewed article not indexed in WoS or Scopus

Original Abstract

The contribution is devoted to modelling of non-commutative join spaces with the compatible proximity relation using linear partial differential operators of the first order and a certain congruance defined by the means of the gradient function on suitable groups of such operators.

English abstract

The contribution is devoted to modelling of non-commutative join spaces with the compatible proximity relation using linear partial differential operators of the first order and a certain congruance defined by the means of the gradient function on suitable groups of such operators.

Keywords

non-commutative join spaces, compatible proximity relation, linear partial differential operators of the first order, congruence relation, hyperstuctures

Key words in English

non-commutative join spaces, compatible proximity relation, linear partial differential operators of the first order, congruence relation, hyperstuctures

Authors

CHVALINA, J.; HOŠKOVÁ, Š.

Released

01.05.2007

ISBN

1126-8042

Periodical

Italian Journal of Pure and Applied Mathematics

Volume

2007

Number

21

State

Republic of Italy

Pages from

177

Pages to

190

Pages count

14

BibTex

@article{BUT43440,
  author="Jan {Chvalina} and Šárka {Hošková}",
  title="Modelling of Join Spaces with Proximities by First-Order Linear Partial Differential Operators",
  journal="Italian Journal of Pure and Applied Mathematics",
  year="2007",
  volume="2007",
  number="21",
  pages="177--190",
  issn="1126-8042"
}