Detail publikačního výsledku

From groups of linear functions to noncommutative transposition hypergroups

CHVALINA, J., BERÁNEK, J.

Original Title

From groups of linear functions to noncommutative transposition hypergroups

English Title

From groups of linear functions to noncommutative transposition hypergroups

Type

Paper in proceedings (conference paper)

Original Abstract

A certain construction of a commutative differential ring on the set of all complex numbers with positive real and imaginary parts extended by zero and by the improper element is presented and investigated. There is described the structure of the obtained mono-unary algebra with the derivation operater d as its unary operation and deduced that d has iterative roots of any order.

English abstract

A certain construction of a commutative differential ring on the set of all complex numbers with positive real and imaginary parts extended by zero and by the improper element is presented and investigated. There is described the structure of the obtained mono-unary algebra with the derivation operater d as its unary operation and deduced that d has iterative roots of any order.

Key words in English

commutative differential ring , mono-unary algebra, the derivation operater, unary operation, iterative roots

Authors

CHVALINA, J., BERÁNEK, J.

Released

28.05.2001

Publisher

Univesity of South Bohemia

Location

České Budějovice

ISBN

80-7040-392-6

Book

Department of Mathematics, Report Series

Edition

7

Pages from

1

Pages count

10

Full text in the Digital Library

http://hdl.handle.net/

BibTex

@inproceedings{BUT3468,
  author="Jan {Chvalina} and Jaroslav {Beránek}",
  title="From groups of linear functions to noncommutative transposition hypergroups",
  booktitle="Department of Mathematics, Report Series",
  year="2001",
  series="7",
  pages="10",
  publisher="Univesity of South Bohemia",
  address="České Budějovice",
  isbn="80-7040-392-6"
}