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Continua of periodic points for planar integrable rational maps.

Autor
Gasull, A.; Llorens, M.; Mañosa, V.
Tipus d'activitat
Document cientificotècnic
Data
2015-11-30
Projecte finançador
Análisis e identificación de sistemas con histéresis usando órbitas periódicas
Control, dinàmica i aplicacions
Repositori
http://hdl.handle.net/2117/80625 Obrir en finestra nova
URL
http://www.gsd.uab.es/index.php?option=com_publications&view=publications&task=download&ID=GasLloMan2015.Preprint.pdf-700baa676e6ddeb13d5f4ecf7db32bfd.pdf&OD=GasLloMan2015.Preprint.pdf Obrir en finestra nova
Resum
We present three alternative methodologies to find continua of periodic points with a prescribed period for rational maps having rational first integrals. The first two have been already used for other authors and apply when the maps are birational and the generic level sets of the corresponding first integrals have either genus 0 or 1. As far as we know, the third one is new and it works for rational maps without imposing topological properties to the invariant level sets. It is based on a comp...
Citació
Gasull, A., Llorens, M., Mañosa, V. "Continua of periodic points for planar integrable rational maps.". 2015.
Paraules clau
Periodic Orbits, Integrable Rational Maps
Grup de recerca
CoDAlab - Control, Modelització, Identificació i Aplicacions

Participants

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