The contact system on the $(m, \ell )$-jet spaces

J. Muñoz; F. J. Muriel; Josemar Rodríguez

Skip to main content (access key 's'), Skip to navigation (access key 'n'), Accessibility information (access key '0')

The search session has expired. Please query the service again.

Displaying similar documents to “The contact system on the $(m, ℓ)$ -jet spaces”

Jet manifold associated to a Weil bundle

Ricardo J. Alonso (2000)

Archivum Mathematicum

Similarity:

Given a Weil algebra $A$ and a smooth manifold $M$ , we prove that the set $J^{A} M$ of kernels of regular $A$ -points of $M$ , ${\overset{ˇ}{M}}^{A}$ , has a differentiable manifold structure and ${\overset{ˇ}{M}}^{A} ⟶ J^{A} M$ is a principal fiber bundle.

On the space of maps inducing isomorphic connections

T. R. Ramadas (1982)

Annales de l'institut Fourier

Similarity:

Let $ω$ be the universal connection on the bundle $E U (n) \to B U (n)$ . Given a principal $U (n)$ -bundle $P \to M$ with connection $A$ , we determine the homotopy type of the space of maps $ϕ$ of $M$ into $B U (n)$ such that $(ϕ^{+} E U (n), ϕ^{+} ω)$ is isomorphic to $(P, A)$ . Here $ϕ^{+}$ denotes pull-back.

Displaying similar documents to “The contact system on the ( m , ℓ ) -jet spaces”

Jet manifold associated to a Weil bundle

On the space of maps inducing isomorphic connections

Displaying similar documents to “The contact system on the $(m, ℓ)$ -jet spaces”