Volume Rigidity of Principal Circle Bundles over the Complex Projective Space
classification
🧮 math.DG
keywords
bundlescirclecomplexprincipalprojectivespacevolumeconditions
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In this paper, we prove that principal circle bundles over the complex projective space equipped with the standard Sasakian structures are volume rigid among all $K$-contact manifolds satisfying positivity conditions of tensors involing the Tanaka-Webster curvature.
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