We study slant submersions and conformal slant submersions from nearly Kaehler manifolds onto Riemannian manifolds and investigate conditions for such maps to be totally geodesic maps. We also obtain conditions for a slant submersion and a conformal slant submersion from a nearly Kaehler manifold onto a Riemannian manifold to be a harmonic map and a harmonic morphism, respectively.

中文翻译：

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来自近 Kaehler 歧管的保形倾斜浸没

我们研究了从近凯勒流形到黎曼流形的倾斜浸没和保形倾斜浸没，并研究了使此类地图成为完全测地线地图的条件。我们还获得了从近凯勒流形到黎曼流形的倾斜浸没和保形倾斜浸没的条件，分别是调和映射和调和态射。