We study the Riemannian geometry of contact manifolds with respect to a fixed admissible metric, making the Reeb vector field unitary and orthogonal to the contact distribution, under the assumption that the Levi-Tanaka form is parallel with respect to a canonical connection with torsion.
Levi-parallel contact Riemannian manifolds
DILEO, GIULIA;LOTTA, Antonio
2013-01-01
Abstract
We study the Riemannian geometry of contact manifolds with respect to a fixed admissible metric, making the Reeb vector field unitary and orthogonal to the contact distribution, under the assumption that the Levi-Tanaka form is parallel with respect to a canonical connection with torsion.File in questo prodotto:
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