HOLOMORPHIC SUBMERSIONS ONTO KÄHLER OR BALANCED MANIFOLDS
2016 年 68 巻 4 号 p. 607-619
詳細
2016 年 68 巻 4 号 p. 607-619
We study many properties concerning weak Kählerianity on compact complex manifolds which admits a holomorphic submersion onto a Kähler or a balanced manifold. We get generalizations of some results of Harvey and Lawson (the Kähler case), Michelsohn (the balanced case), Popovici (the sG case) and others.
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