Monotonically convergent algorithms for bounded quantum controls
Turinici, Gabriel (2003), Monotonically convergent algorithms for bounded quantum controls, in Schaft, A. J. van der; Gordillo, Francisco; Astolfi, Alessandro, Lagrangian and Hamiltonian methods for nonlinear control, Pergamon, p. 233-238
Type
Communication / ConférenceExternal document link
http://hal.archives-ouvertes.fr/hal-00691521Date
2003Conference title
2nd IFAC WorkshopConference date
2003-03Conference city
SévilleConference country
EspagneBook title
Lagrangian and Hamiltonian methods for nonlinear controlBook author
Schaft, A. J. van der; Gordillo, Francisco; Astolfi, AlessandroPublisher
Pergamon; Elsevier
ISBN
978-0-08-044278-5
Number of pages
305Pages
233-238
Metadata
Show full item recordAbstract (EN)
Most of the numerical simulations in quantum (bilinear) control have used one of the monotonically convergent algorithms of Krotov (introduced by Tannor et al. (Tannor et al., 1992)) or of Zhu & Rabitz (Zhu and Rabitz, 1998). Recently(Maday and Turinici, 2002), new schemes have been designed that enlarge the class of monotonic algorithms. Within this context, this paper presents a new algorithm that implements a search for a bounded control with given bounds. Numerical results that illustrate some of the properties of the algorithms introduced are given.Subjects / Keywords
bounded control; bang-bang control; monotonically convergent algorithms; quantum controlRelated items
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