DYNAMICAL BOUNDS FOR STURMIAN SCHRÖDINGER OPERATORS
DYNAMICAL BOUNDS FOR STURMIAN SCHRÖDINGER OPERATORS
The Fibonacci Hamiltonian, that is a Schrödinger operator associated to a quasiperiodical Sturmian potential with respect to the golden mean has been investigated intensively in recent years. Damanik and Tcheremchantsev developed a method in [10] and used it to exhibit a non trivial dynamical upper bound for this model. In …