Detail publikačního výsledku

Non-holonomic (r,s,q)-jets

TOMÁŠ, J.

Originální název

Non-holonomic (r,s,q)-jets

Anglický název

Non-holonomic (r,s,q)-jets

Druh

Článek recenzovaný mimo WoS a Scopus

Originální abstrakt

We generalize the concept of an (r,s,q)-jet to the concept of a non-holonomic (r,s,q)-jet and define the composition of such objects. We introduce a bundle functor of such elements, defined on the product category of (k,l)-dimensional fibered manifolds and the category of fibered manifolds with fibered maps. We present this bundle functor also as a fibered jet functor and desribe it from the point of view of the theory of Weil functors. Further, we present a bundle functor of this kind defined as that defined on the category of 2-fibered manifolds with (k,l)-underlying objects.

Anglický abstrakt

We generalize the concept of an (r,s,q)-jet to the concept of a non-holonomic (r,s,q)-jet and define the composition of such objects. We introduce a bundle functor of such elements, defined on the product category of (k,l)-dimensional fibered manifolds and the category of fibered manifolds with fibered maps. We present this bundle functor also as a fibered jet functor and desribe it from the point of view of the theory of Weil functors. Further, we present a bundle functor of this kind defined as that defined on the category of 2-fibered manifolds with (k,l)-underlying objects.

Klíčová slova

fibered manifold, bundle functor, non-holonomic jet, (r,s,q)-jet.

Klíčová slova v angličtině

fibered manifold, bundle functor, non-holonomic jet, (r,s,q)-jet.

Autoři

TOMÁŠ, J.

Vydáno

01.12.2006

Nakladatel

AV ČR

Místo

Praha

ISSN

0011-4642

Periodikum

CZECHOSLOVAK MATHEMATICAL JOURNAL

Svazek

56

Číslo

131

Stát

Česká republika

Strany od

1131

Strany do

1145

Strany počet

15

BibTex

@article{BUT43626,
  author="Jiří {Tomáš}",
  title="Non-holonomic (r,s,q)-jets",
  journal="CZECHOSLOVAK MATHEMATICAL JOURNAL",
  year="2006",
  volume="56",
  number="131",
  pages="1131--1145",
  issn="0011-4642"
}