Publication detail

Two general examples of Weil algebras having the group of automorphisms connected

IVIČIČ, V. KUREŠ, M.

Czech title

Dva obecné příklady Weilových algeber majících souvislou grupu automorfismů

English title

Two general examples of Weil algebras having the group of automorphisms connected

Type

journal article in Web of Science

Language

en

Original abstract

The paper is devoted to the algebraic background of Weil contact elements: in particular, we investigate an eventual absence of orientation reversing maps by the description of Weil algebras having their group of automorphisms with only one connected component.

Czech abstract

Článek je věnován algebraickému pozadí Weilových kontaktních elementů: především, zkoumáme eventuální absenci orientaci převracejících zobrazení pomocí popisu Weilových algeber majících grupu automorfismů a pouze jedinou souvislou komponentou.

English abstract

The paper is devoted to the algebraic background of Weil contact elements: in particular, we investigate an eventual absence of orientation reversing maps by the description of Weil algebras having their group of automorphisms with only one connected component.

Keywords in Czech

Kontaktní element; orientovaný kontaktní element; Weilova algebra; grupa automorfismů

Keywords in English

Contact element; oriented contact element; Weil algebra; group of automorphisms

Released

01.03.2016

Publisher

World Scientific

ISSN

0219-8878

Volume

13

Number

3

Pages from–to

1650035-1–1650035-19

Pages count

19

BIBTEX


@article{BUT122711,
  author="Vojtěch {Ivičič} and Miroslav {Kureš},
  title="Two general examples of Weil algebras having the group of automorphisms connected",
  year="2016",
  volume="13",
  number="3",
  month="March",
  pages="1650035-1--1650035-19",
  publisher="World Scientific",
  issn="0219-8878"
}