Detail publikace

The moving frames for differential equations I. The change of independent variable

TRYHUK, V. DLOUHÝ, O.

Originální název

The moving frames for differential equations I. The change of independent variable

Typ

článek v časopise - ostatní, Jost

Jazyk

angličtina

Originální abstrakt

The article concerns the symmetries of differential equations with short digressions to the underdetermined case and the relevant differential equations with delays. It may be regarded as an introduction into the method of moving frames relieved of the geometrical aspects: the stress is made on the technique of calculations employing only the most fundamental properties of differential forms. The present Part I is devoted to a single ordinary differential equation subjected to the change of the independent variable, the unknown function is preserved.

Klíčová slova

moving coframe, equivalence of differential equations, symmetry of differential equations, differential invariant, Maurer-Cartan form

Autoři

TRYHUK, V.; DLOUHÝ, O.

Rok RIV

2003

Vydáno

1. 1. 2003

Nakladatel

Masaryk University

Místo

Brno

ISSN

0044-8753

Periodikum

ARCHIVUM MATHEMATICUM

Ročník

39

Číslo

4

Stát

Česká republika

Strany od

317

Strany do

333

Strany počet

17

BibTex

@article{BUT41893,
  author="Václav {Tryhuk} and Oldřich {Dlouhý}",
  title="The moving frames for differential equations I. The change of independent variable",
  journal="ARCHIVUM MATHEMATICUM",
  year="2003",
  volume="39",
  number="4",
  pages="317--333",
  issn="0044-8753"
}