Locally conformal cosymplectic manifolds are investigated from the point of view of the curvature. Particular attention to the N(k)-nullity condition is given and classification theorems in dimension 2n+1>=5 are stated. This also allows to classify locally conformal cosymplectic manifolds which are locally symmetric spaces.
Curvature of Locally Conformal Cosymplectic Manifolds
FALCITELLI, Maria
2008-01-01
Abstract
Locally conformal cosymplectic manifolds are investigated from the point of view of the curvature. Particular attention to the N(k)-nullity condition is given and classification theorems in dimension 2n+1>=5 are stated. This also allows to classify locally conformal cosymplectic manifolds which are locally symmetric spaces.File in questo prodotto:
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