Constancy of $φ-$holomorphic scetional curvature in generalized $g.f.f-$manifolds

Details Constancy of $φ-$holomorphic scetional curvature in generalized $g.f.f-$manifolds Constancy of $φ-$holomorphic scetional curvature in generalized $g.f.f-$manifolds

2011-03-28

arxiv.org/abs/1103.5266v1

Mathematics

Differential Geometry

Scientific paper

Tanno [6] provided an algebraic characterization in an almost Hermitian
manifold to reduce to a space of constant holomorphic sectional curvature,
which he later extended for the Sasakian manifolds as well. In this present
paper, we generalize the same characterization in generalized
$g.f.f-$manifolds.

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