Controllability of the Schroedinger equation via adiabatic methods and conical intersections of the eigenvalues

Firstly, we give a geometric necessary condition (for interior null-controllability in the Euclidean setting) which implies that one can not go infinitely far away from the

in finite dimension sufficient conditions for exact controllability are known from long time (see later).. in infinite dimension exact controllability is impossible in the

Les apports en fer des enfants en surpoids sont très proches de ceux des enfants de poids normal 9 ± 4 mg/j chez les normopondéraux vs 9 ± 3 mg/j chez les enfants

5 Number of Pareto dominated and Pareto optimal alternatives (top chart), number of undominated alter- natives and possible winners considering decreasing (middle chart) and

Lissy, Explicit lower bounds for the cost of fast controls for some 1-D parabolic or dispersive equations, and a new lower bound concerning the uniform controllability of the

Moreover, considering that such nitrilimines precursors can be accessed in one step from inexpensive and abundant starting materials and given the commercial availability of a

In Section III we recall the time adiabatic theorem and some results on the regularity of eigenvalues and eigenstates of parameter-dependent Hamiltonians.. In Section IV we deepen

Wie aus der Ausführungen im zweiten Kapitel (2.2.3) zu erschließen war, werden in den CEIL-Deutschkursen an den ausgewählten CEIL-Intensivfremdsprachenzentren