On the iterated absolute differentiation on some functional bundles

Antonella Cabras; Ivan Kolář

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Displaying similar documents to “On the iterated absolute differentiation on some functional bundles”

Classical differential geometry with Christoffel symbols of Ehresmann $ε$ -connections

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We give a method based on an idea of O. Veblen which gives explicit formulas for the covariant derivatives of natural objects in terms of the Christoffel symbols of a symmetric Ehresmann $ε$ -connection.

Relations between linear connections on the tangent bundle and connections on the jet bundle of a fibred manifold

Josef Janyška, Marco Modugno (1996)

Archivum Mathematicum

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All natural operations transforming linear connections on the tangent bundle of a fibred manifold to connections on the 1-jet bundle are classified. It is proved that such operators form a 2-parameter family (with real coefficients).

Displaying similar documents to “On the iterated absolute differentiation on some functional bundles”

Classical differential geometry with Christoffel symbols of Ehresmann ε -connections

Relations between linear connections on the tangent bundle and connections on the jet bundle of a fibred manifold

Classical differential geometry with Christoffel symbols of Ehresmann $ε$ -connections