Geometric Realizability of Covariant Derivative Kähler Tensors for almost Pseudo-Hermitian and almost Para-Hermitian Manifolds

Details Geometric Realizability of Covariant Derivative Kähler Tensors for almost Pseudo-Hermitian and almost Para-Hermitian Manifolds Geometric Realizability of Covariant Derivative Kähler Tensors for almost Pseudo-Hermitian and almost Para-Hermitian Manifolds

2010-12-22

arxiv.org/abs/1012.4964v1

Mathematics

Differential Geometry

Scientific paper

The covariant derivative of the K\"ahler form of an almost pseudo-Hermitian
or of an almost para-Hermitian manifold satisfies certain algebraic relations.
We show, conversely, that any 3-tensor which satisfies these algebraic
relations can be realized geometrically.

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