In the framework of Chinea-Gonzales, we study the class of almost contact metric manifolds locally realized as twisted product manifolds of an open interval and an almost Hermitian manifold, by means of a smooth positive function. Local classification theorems for the generalized Sasakian space-forms in the considered class are obtained, also.
A class of almost contact metric manifolds and twisted products
FALCITELLI, Maria
2012-01-01
Abstract
In the framework of Chinea-Gonzales, we study the class of almost contact metric manifolds locally realized as twisted product manifolds of an open interval and an almost Hermitian manifold, by means of a smooth positive function. Local classification theorems for the generalized Sasakian space-forms in the considered class are obtained, also.File in questo prodotto:
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