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Whitney's extension theorem for Non-Quasi-Analytic classes of ultradifferentiable functions

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https://dialnet.unirioja.es/servlet/oaiart?codigo=118311

(Revista) ISSN 0213-8743

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Title:: Whitney's extension theorem for Non-Quasi-Analytic classes of ultradifferentiable functions
Tema:: Espacios de funciones diferenciables; Funciones ultradiferenciables; Teoremas de extensión
Description:: This note can be considered as a long summary of the invited lecture given by J. Bonet in the Second Functional Analysis Meeting held in Jarandilla de la Vega (Cáceres) in June 1980 and it is based on our joint article [2], which will appear in Studia Mathematica. (...) The main result of the paper [2] is the characterization of those weight functions for which the analogue of Whitney's extension theorem holds
Source:: Extracta mathematicae, ISSN 0213-8743, Vol. 5, Nº 3, 1990, pags. 162-164
Idioma:: Spanish; Castilian
Autor/Productor:: Meise, R.; Bonet Solves, José Antonio; Braun, R. W.; Taylor, B. A.
Publisher:: Universidad de Extremadura: Departamento de Matemáticas; Universidad de Extremadura: Servicio de Publicaciones
Rights:: LICENCIA DE USO: Los documentos a texto completo incluidos en Dialnet son de acceso libre y propiedad de sus autores y/o editores. Por tanto, cualquier acto de reproducción, distribución, comunicación pública y/o transformación total o parcial requiere el consentimiento expreso y escrito de aquéllos. Cualquier enlace al texto completo de estos documentos deberá hacerse a través de la URL oficial de éstos en Dialnet. Más información: https://dialnet.unirioja.es/info/derechosOAI | INTELLECTUAL PROPERTY RIGHTS STATEMENT: Full text documents hosted by Dialnet are protected by copyright and/or related rights. This digital object is accessible without charge, but its use is subject to the licensing conditions set by its authors or editors. Unless expressly stated otherwise in the licensing conditions, you are free to linking, browsing, printing and making a copy for your own personal purposes. All other acts of reproduction and communication to the public are subject to the licensing conditions expressed by editors and authors and require consent from them. Any link to this document should be made using its official URL in Dialnet. More info: https://dialnet.unirioja.es/info/derechosOAI
Date:: 1990
Tipo de recurso:: text (article)
Format:: application/pdf

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1. <dc:title>Whitney's extension theorem for Non-Quasi-Analytic classes of ultradifferentiable functions</dc:title>
2. <dc:creator>Meise, R.</dc:creator>
3. <dc:creator>Bonet Solves, José Antonio</dc:creator>
4. <dc:creator>Braun, R. W.</dc:creator>
5. <dc:creator>Taylor, B. A.</dc:creator>
6. <dc:subject>Espacios de funciones diferenciables</dc:subject>
7. <dc:subject>Funciones ultradiferenciables</dc:subject>
8. <dc:subject>Teoremas de extensión</dc:subject>
9. <dc:description>This note can be considered as a long summary of the invited lecture given by J. Bonet in the Second Functional Analysis Meeting held in Jarandilla de la Vega (Cáceres) in June 1980 and it is based on our joint article [2], which will appear in Studia Mathematica. (...) The main result of the paper [2] is the characterization of those weight functions for which the analogue of Whitney's extension theorem holds</dc:description>
10. <dc:publisher>Universidad de Extremadura: Departamento de Matemáticas</dc:publisher>
11. <dc:publisher>Universidad de Extremadura: Servicio de Publicaciones</dc:publisher>
12. <dc:date>1990</dc:date>
13. <dc:type>text (article)</dc:type>
14. <dc:format>application/pdf</dc:format>
15. <dc:identifier>https://dialnet.unirioja.es/servlet/oaiart?codigo=118311</dc:identifier>
16. <dc:identifier>(Revista) ISSN 0213-8743</dc:identifier>
17. <dc:source>Extracta mathematicae, ISSN 0213-8743, Vol. 5, Nº 3, 1990, pags. 162-164</dc:source>
18. <dc:language>spa</dc:language>
19. <dc:rights>LICENCIA DE USO: Los documentos a texto completo incluidos en Dialnet son de acceso libre y propiedad de sus autores y/o editores. Por tanto, cualquier acto de reproducción, distribución, comunicación pública y/o transformación total o parcial requiere el consentimiento expreso y escrito de aquéllos. Cualquier enlace al texto completo de estos documentos deberá hacerse a través de la URL oficial de éstos en Dialnet. Más información: https://dialnet.unirioja.es/info/derechosOAI | INTELLECTUAL PROPERTY RIGHTS STATEMENT: Full text documents hosted by Dialnet are protected by copyright and/or related rights. This digital object is accessible without charge, but its use is subject to the licensing conditions set by its authors or editors. Unless expressly stated otherwise in the licensing conditions, you are free to linking, browsing, printing and making a copy for your own personal purposes. All other acts of reproduction and communication to the public are subject to the licensing conditions expressed by editors and authors and require consent from them. Any link to this document should be made using its official URL in Dialnet. More info: https://dialnet.unirioja.es/info/derechosOAI</dc:rights>
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