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Extension of Holomorphic Functions From One Side of a Hypersurface
Published online by Cambridge University Press: 20 November 2018
Abstract
We give a new proof of former results by $\text{G}$. Zampieri and the author on extension of holomorphic functions from one side
$\Omega$ of a real hypersurface
$M$ of
${{\mathbb{C}}^{n}}$ in the presence of an analytic disc tangent to
$M$, attached to
$\bar{\Omega }$ but not to
$M$. Our method enables us to weaken the regularity assumptions both for the hypersurface and the disc.
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- Copyright © Canadian Mathematical Society 2005
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