$CR$ Extension from manifolds of higher typeReport as inadecuate



 $CR$ Extension from manifolds of higher type


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In this paper, a generalization of the -sector property- theorem first pioneered by Baouendi, Rothschild and Treves is given. The main contribution consists in showing that if a submanifold of $\C^n$ with higher codimension is locally presented in a weighted normal form, similar to that described by Bloom and Graham, then a characterization is give

Author: Luca Baracco; Giuseppe Zampieri

Source: https://archive.org/



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