M. Salah Baouendi, Peter Ebenfelt, Xiaojun Huang
We consider holomorphic mappings sending a given Levi-nondegenerate pseudoconcave hypersurface M in into a nondegenerate hyperquadric of the same signature in and show that if M is sufficiently close to a hyperquadric in a certain sense, then any two such mappings differ only by an automorphism of the hyperquadric.
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