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- Volume 69 - Année 2000
- Numéro 6
- ON BANACH SPACES INVARIANT UNDER DIFFERENTIATION
ya que 05 febrero 2011 :
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Descargar(s): 330 (2 ULiège)
Vista(s): 227 (1 ULiège)
Descargar(s): 330 (2 ULiège)
Michael LANGENBRUCH & Jürgen VOIGT 
ON BANACH SPACES INVARIANT UNDER DIFFERENTIATION
(Volume 69 - Année 2000 — Numéro 6)
Article
Mots-clés : test functions, distributions, differentiation, hyperfunctions
Abstract
If E is a Fréchet space which is continuously embedded in ’() and invariant under differentiations then E is already contained in C(). If additionally E is a Banach space then E cannot contain (). We investigate these and several related properties.
12000 MSC: 46F05, 46F10, 46F15
Para citar este artículo
Michael LANGENBRUCH & Jürgen VOIGT, «ON BANACH SPACES INVARIANT UNDER DIFFERENTIATION», Bulletin de la Société Royale des Sciences de Liège [En ligne], Volume 69 - Année 2000, Numéro 6, 387 - 393 URL : https://popups.uliege.be/0037-9565/index.php?id=1768.
Acerca de: Michael LANGENBRUCH
Carl von Ossietzky Universität Oldenburg, Fachbereich Mathematik, D-26111 Oldenburg, Germany, langenbrucht@mathematik.uni-oldenburg.de
Acerca de: Jürgen VOIGT
Technische Universität Dresden, Fachrichtung Mathematik, Institut für Analysis, D-01062 Dresden, Germany, voigt@math.tu-dresden.de
