Conformally invariant tensors of an almost Hermitian manifold associated with the holomorphic curvature tensor
To each almost Hermitian manifold are assigned three conformally invariant tensors of Kähler-type related to the holomorphic curvature tensor. It is shown that the generalized Bochner curvature tensor of an almost Hermitian manifold is a linear combination of these three tensors.
scientific article; zbMATH DE number 6121634