Connections for non-holonomic 3-webs

Vanžurová, Alena

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Special connections on smooth 3-web manifolds

Vanžurová, Alena

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For a three-web $W$ of codimension $n$ on a differentiable manifold $M^{2 n}$ of dimension $2 n$ , the author studies the Chern connection and a family of parallelizing connections. The latter ones have a common property with the former: the web-distributions are parallel with respect to them.

Integrability of tensor structures of electromagnetic type.

Hernando, J.M., Reyes, E., Gadea, P.M. (1985)

Publications de l'Institut Mathématique. Nouvelle Série

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Complete lift of a structure satisfying $f^{k} - {(- 1)}^{k + 1} f = 0$ .

Das, Lovejoy S. (1992)

International Journal of Mathematics and Mathematical Sciences

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On the torsion of spaces with connection

Ivan Kolář (1971)

Czechoslovak Mathematical Journal

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Displaying similar documents to “Connections for non-holonomic 3-webs”

Special connections on smooth 3-web manifolds

Integrability of tensor structures of electromagnetic type.

Complete lift of a structure satisfying f k - ( - 1 ) k + 1 f = 0 .

On the torsion of spaces with connection

Complete lift of a structure satisfying $f^{k} - {(- 1)}^{k + 1} f = 0$ .