Extending holomorphic maps from compact sets in infinite dimensions
N. Khue, B. Tac (1990)
Studia Mathematica
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Displaying similar documents to “(LB∞)-structure of spaces of germs of holomorphic functions.”
Extending holomorphic maps from compact sets in infinite dimensions
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The key result (Theorem 1) provides the existence of a holomorphic approximation map for some space of C-functions on an open subset of R. This leads to results about the existence of a continuous linear extension map from the space of the Whitney jets on a closed subset F of R into a space of holomorphic functions on an open subset D of C such that D ∩ R = RF.
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