Alexey Popov
Nov4-06, 03:37 PM
Usual vector fields on manifold is simple elements of Lie algebra
of diffeomorphism group. They obey Jacobi identity.
When we have deal with connection in vector bundle we
work with covariant derivative D_m. They also obey Jacobi identity.
Question: is there some group which give us D_m from its Lie algebra?
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of diffeomorphism group. They obey Jacobi identity.
When we have deal with connection in vector bundle we
work with covariant derivative D_m. They also obey Jacobi identity.
Question: is there some group which give us D_m from its Lie algebra?
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