Limit points of the monotonic schemes
arXiv:quant-ph/0503072
Abstract
Many numerical simulations in quantum (bilinear) control use the monotonically convergent algorithms of Krotov (introduced by Tannor), Zhu & Rabitz or the general form of Maday & Turinici. This paper presents an analysis of the limit set of controls provided by these algorithms and a proof of convergence in a particular case.
5 pages, 0 figure, 44th IEEE conference on Decision and Control Sevilla december 2005