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Different approaches to the global periodicity problem

Autor
Cima, A.; Gasull, A.; Mañosa, V.; Mañosas, F.
Tipus d'activitat
Document cientificotècnic
Data
2013-07-25
Projecte finançador
Analysis and Identification of hysteresis systems using periodic orbits, DPI2011-25822
CONTROL, DINÀMICA I APLICACIONS (CODALAB)
Repositori
http://hdl.handle.net/2117/20123 Obrir en finestra nova
Resum
Let F be a real or complex n-dimensional map. It is said that F is globally periodic if there exists some p such that F^p(x)=x for all x. The minimal p satisfying this property is called the period of F. Given a m-dimensional parametric family of maps, say F_\lambda, a problem of current interest is to determine all the values of \lambda such that F_\lambda is globally periodic, together with their corresponding periods. The aim of this paper is to show some techniques that we use to face this...
Citació
Cima, A. [et al.]. "Different approaches to the global periodicity problem". 2013.
Paraules clau
Globally periodic maps. Periodic orbits.
Grup de recerca
CoDAlab - Control, Modelització, Identificació i Aplicacions

Participants

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