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Título
Solutions non oscillantes d’une équation différentielle et corps de Hardy
Año del Documento
2007
Editorial
Centre Marsenne
Documento Fuente
Ann. I. Fourier, Vol 57 (6), 1825-1838
Abstract
Let \phi: x -> \phi (x), x > 0 be a solution of an algebraic differential
equation of order n, P(x, y, y0, . . . , y(n)) = 0. We establish a geometric criterion so
that the germs at infinity of \phi and the identity function on R belong to a common
Hardy field. This criterion is based on the concept of non oscillation.
Palabras Clave
oscillation, corps de Hardy, semi-algébrique, pfaffien
ISSN
0373-0956
Revisión por pares
SI
DOI
Idioma
eng
Tipo de versión
info:eu-repo/semantics/publishedVersion
Derechos
openAccess
Collections
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