Complete integrability, orbital linearizability and independent normalizers for local vector fields in R^n
Fecha de publicación2015
MetadatosMostrar el registro completo del ítem
In this paper we study how are related three of the basic concepts in the rather non-generic phenomenon of integrability of analytic local vector fields X around an equilibrium in R, namely: complete integrability, orbital linearizability and number of independent normalizers (Lie symmetries). The work relates and extends several results existing in the literature of the subject.