“Averaged controllability in a long time horizon” by Martin Lazar

12:00 – 13:00
WASTE4THINK Room at DeustoTech
We extend the recently introduced notion of averaged controllability for parameter dependent, finite dimensional systems. We assume a finite number of possible parameter realisations and that each realisation can appear with a known probability. The goal is to design a control independent of the parameter that steers the averaged of the system to some prescribed value in time T>0 but also keeps the averaged at this prescribed value for all times t>T. This new notion we address as long-time averaged controllability. We give a necessary and sufficient condition for this property to hold and address the L 2 norm optimality of the longtime averaged controls. Relations between different control notions of parameter-dependent systems are discussed, accompanied by numerical examples. This is a joint work with Jérôme Lohéac, University of Lorraine.
  • Partekatu eduki hau:
  • E-mail
  • Linkedin
  • Twitter
  • Gehitu ekitaldia egutegira:

Utzi erantzuna

Zure e-posta helbidea ez da argitaratuko. Beharrezko eremuak * markatuta daude

Ondorengo XHTML etiketa eta atributuak erabil ditzakezu: <a href="" title=""> <abbr title=""> <acronym title=""> <b> <blockquote cite=""> <cite> <code> <del datetime=""> <em> <i> <q cite=""> <strike> <strong>