# Holomorphic extension maps for spaces of Whitney jets.

RACSAM (2001)

- Volume: 95, Issue: 1, page 19-28
- ISSN: 1578-7303

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topSchmets, Jean, and Valdivia, Manuel. "Holomorphic extension maps for spaces of Whitney jets.." RACSAM 95.1 (2001): 19-28. <http://eudml.org/doc/40892>.

@article{Schmets2001,

abstract = {The key result (Theorem 1) provides the existence of a holomorphic approximation map for some space of C∞-functions on an open subset of Rn. 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 Rn into a space of holomorphic functions on an open subset D of Cn such that D ∩ Rn = RnF.},

author = {Schmets, Jean, Valdivia, Manuel},

journal = {RACSAM},

keywords = {Espacios lineales topológicos; Funciones holomorfas de varias variables; Espacio analítico real; approximation map; analytic extension; Whitney jets},

language = {eng},

number = {1},

pages = {19-28},

title = {Holomorphic extension maps for spaces of Whitney jets.},

url = {http://eudml.org/doc/40892},

volume = {95},

year = {2001},

}

TY - JOUR

AU - Schmets, Jean

AU - Valdivia, Manuel

TI - Holomorphic extension maps for spaces of Whitney jets.

JO - RACSAM

PY - 2001

VL - 95

IS - 1

SP - 19

EP - 28

AB - The key result (Theorem 1) provides the existence of a holomorphic approximation map for some space of C∞-functions on an open subset of Rn. 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 Rn into a space of holomorphic functions on an open subset D of Cn such that D ∩ Rn = RnF.

LA - eng

KW - Espacios lineales topológicos; Funciones holomorfas de varias variables; Espacio analítico real; approximation map; analytic extension; Whitney jets

UR - http://eudml.org/doc/40892

ER -

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