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Holomorphic geometric structures on Hopf manifolds
Published 20 Jan 2025 in math.DG and math.CV | (2501.11364v1)
Abstract: We construct integrable holomorphic G-structures and flat holomorphic Cartan geometries on every complex Hopf manifold, without using the normal forms given by the Poincar\'e-Dulac Theorem. We provide a new proof of the latter using charts adapted with the geometric structures.
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