In this paper we are studying the geometry of orthonormal frame bundles over Riemannian manifolds which are equipped by the induced MODIFIED Sasaki-Mok metric. We find all invariant Einstein metrics and metrics with zero scalar curvature.
In this paper we are studying the geometry of orthonormal frame bundles over Riemannian manifolds which are equipped by the induced MODIFIED Sasaki-Mok metric. We find all invariant Einstein metrics and metrics with zero scalar curvature. (en)
V tomto článku studujeme geometrii bandlů ortonormálních reperů nad Riemannovými varietami, které jsou opatřeny indukovanou MODIFIKOVANOU Sasakiho-Mokovou metrikou. Nalezli jsme všechny invariantní Einsteinovy metriky a metriky s nulovou skalární křivostí. (cs)