On proper discs in complex manifolds
classification
🧮 math.CV
keywords
complexdiscsleastpointproperdimensioneigenvaluesexhaustion
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Let X be a complex manifold of dimension at least 2 which has an exhaustion function whose Levi form has at each point at least 2 positive eigenvalues. We prove that there are proper holomorphic discs in X through any given point
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