Detail publikace

Natural operators lifting 1-forms to bundles of Weil contact elements

Originální název

Natural operators lifting 1-forms to bundles of Weil contact elements

Anglický název

Natural operators lifting 1-forms to bundles of Weil contact elements

Jazyk

en

Originální abstrakt

All natural operators lifting 1-forms from $m$-dimen\-sional manifolds to the bundle functor $K^A$ of Weil contact elements are classified for the case of dwindlable Weil algebras. New results concerning subalgebras of fixed elements and the relation to dwindlable Weil algebras are stated. For some monomial Weil algebras, the Weil contact elements are interpreted geometrically.

Anglický abstrakt

All natural operators lifting 1-forms from $m$-dimen\-sional manifolds to the bundle functor $K^A$ of Weil contact elements are classified for the case of dwindlable Weil algebras. New results concerning subalgebras of fixed elements and the relation to dwindlable Weil algebras are stated. For some monomial Weil algebras, the Weil contact elements are interpreted geometrically.

BibTex


@article{BUT41856,
  author="Miroslav {Kureš} and Wlodzimierz {Mikulski}",
  title="Natural operators lifting 1-forms to bundles of Weil contact elements",
  annote="All natural operators lifting 1-forms
from $m$-dimen\-sional manifolds to the bundle functor $K^A$ of
Weil contact elements are classified for the case of dwindlable
Weil algebras. New results concerning subalgebras of fixed
elements and the relation to dwindlable Weil algebras are stated.
For some monomial Weil algebras, the Weil contact elements are
interpreted geometrically.",
  chapter="41856",
  journal="Bulletin of the Irish Mathematical Society",
  number="1",
  volume="49",
  year="2002",
  month="january",
  pages="23",
  type="journal article - other"
}