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- W2038557550 abstract "We prove the following Artin type approximation theorem for smooth CR mappings: given $Msubset mathbb {C}^N$ a connected real-analytic CR submanifold that is minimal at some point, $M^prime subset mathbb {C}^{N^prime }$ a real-analytic subset, and $Hcolon Mto M^prime$ a $mathcal {C}^{infty }$-smooth CR mapping, there exists a dense open subset $mathcal {O}subset M$ such that for any $qin mathcal {O}$ and any positive integer $k$ there exists a germ at $q$ of a real-analytic CR mapping $H^kcolon (M,q)to M^prime$ whose $k$-jet at $q$ agrees with that of $H$ up to order $k$." @default.
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- W2038557550 date "2009-09-25" @default.
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- W2038557550 title "A note on CR mappings of positive codimension" @default.
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