• English
    • français
  • français 
    • English
    • français
  • Ouvrir une session
Voir le document 
  •   Accueil de DSpace
  • Research Papers (RP)
  • RP-School of Pure and Applied Sciences
  • RP-Department of Mathematics
  • Voir le document
  •   Accueil de DSpace
  • Research Papers (RP)
  • RP-School of Pure and Applied Sciences
  • RP-Department of Mathematics
  • Voir le document
JavaScript is disabled for your browser. Some features of this site may not work without it.

Normal Forms for Coupled Takens-Bogdanov Systems

Thumbnail
Voir/Ouvrir
abstract (3.429Ko)
Date
2004
Auteur
Malonza, D. M.
Metadata
Afficher la notice complète
Résumé
The set of systems of differential equations that are in normal form with respect to a particular linear part has the structure of a module of equivariants, and is best described by giving a Stanley decomposition of that module. In this paper Groebner basis methods are used to determine a Groebner basis for the ideal of relations and a Stanley decomposition for the ring of invariants that arise in normal forms for Takens-Bogdanov systems. An algorithm developed by Murdock, is then used to produce a Stanley decomposition for the (normal form module) module of the equivariants from the Stanley decomposition for the ring of invariants.
URI
http://www.tandfonline.com/doi/pdf/10.2991/jnmp.2004.11.3.8
http://ir-library.ku.ac.ke/handle/123456789/10836
Collections
  • RP-Department of Mathematics [82]

Designed by Library ICT Team copyright © 2017 
Contactez-nous | Faire parvenir un commentaire

 

 

Parcourir

Tout DSpaceCommunautés & CollectionsPar date de publicationAuteursTitresSujetsCette collectionPar date de publicationAuteursTitresSujets

Mon compte

Ouvrir une sessionS'inscrire

Designed by Library ICT Team copyright © 2017 
Contactez-nous | Faire parvenir un commentaire