On the automorphism group of a complex sphere
Marco Brunella
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Abstract
Let be a compact complex threefold with the integral homology of and let be its holomorphic automorphism group. By [HKP] and [CDP] the dimension of is at most 2. We prove that cannot be isomorphic to the complex affine group.
Cite this article
Marco Brunella, On the automorphism group of a complex sphere. Doc. Math. 4 (1999), pp. 451–462
DOI 10.4171/DM/64