par De Palma, André 
;Lefèvre, Claude
Référence Applied mathematics and computation, 14, 1, page (77-95)
Publication Publié, 1984
;Lefèvre, Claude Référence Applied mathematics and computation, 14, 1, page (77-95)
Publication Publié, 1984
Article révisé par les pairs
| Résumé : | This paper emphasizes the usefulness of bifurcation theory for studying the behavior of complex systems. The approach is methodological and is inspired from the work of the Brussels group. Two types of description for complex systems are considered: from a kinetic point of view and in terms of choice behaviors. For each type, particular models are presented to illustrate the importance of bifurcation. © 1984. |
