On the geometric objects of same type as christoffel symbols of Ehresmann Ë-connections
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Date
1995.
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Thesis (M.S.) - Bogazici University. Institute for Graduate Studies in Science and Engineering, 1995.
Abstract
In this thesis the higher order Ehresmann a-connections are studied as geometric objects. We prove that, any two Lie subgroups of the rth order jet group G~ which are isomorphic to G~ are conjugate. It follows from this result that the geometric objects defined by such subgroups are equivalent to the Ehresmann E-connections.