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Strongly Gauduchon Hyperbolicity and Two Other Types of Hyperbolicity
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This paper proposes sG-hyperbolicity as a new tool for studying hyperbolicity on complex manifolds. It demonstrates that this notion leads to a wider class of divisorially hyperbolic manifolds compared to balanced hyperbolicity. We also introduce weakly p-K\"ahler hyperbolic structures and pluriclosed star split hyperbolic metrics as possible new avenues for exploration.
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Cited by 1 Pith paper
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Holomorphic Deformations of Compact K\"ahler Hyperbolic Manifolds
The paper proposes modified versions of Kähler hyperbolicity as a first step toward deciding whether Gromov's property is open under holomorphic deformation; the body text is unreadable as posted.
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