A simple numerical reversibility test which proves useful in exposing the chaotic nature of classical dynamical systems is applied to the quantum model of a hydrogen atom in a microwave field. The remarkable result is that, in spite of some apparent chaotic features, the quantum motion proves to be perfectly stable in contrast to the high instability of the classical chaotic motion
The interplay of classical chaos and quantum stability is a long-standing research topic of both fun...
The system of highly excited hydrogen in combined strong ac and dc electric fields is examined. It i...
We discuss recent experimental and theoretical investigations of quantum dynamics in periodically ki...
A simple numerical reversibility test which proves useful in exposing the chaotic nature of classica...
This thesis investigates quantum transport in the energy space of two paradigm systems of quantum ch...
We numerically study the excitation mechanism of the hydrogen atom in a microwave field and show tha...
Time-periodic Hamiltonian systems are an easily accessible area for comparing quantum and classical ...
What is the behavior of a low-dimensional quantal system whose classical, deterministic, Hamiltonian...
We introduce a quantitative measure of reversibility of quantum dynamics of classically chaotic syst...
Several quantum phenomena have been experimentally investigated using the system of ultra-cold atoms...
We consider the dynamics of Rydberg states of the hydrogen atom driven by a microwave field of ellip...
Dynamical behavior of chemical reactivity indices like electronegativity, hardness, polarizability, ...
Using semiclassical methods, it is possible to construct very accurate approximations in the short-w...
A dynamical signature of quantum chaos is proposed in terms of the nonlinear growth of time-dependen...
The interplay of classical chaos and quantum stability is a long-standing research topic of both fun...
The system of highly excited hydrogen in combined strong ac and dc electric fields is examined. It i...
We discuss recent experimental and theoretical investigations of quantum dynamics in periodically ki...
A simple numerical reversibility test which proves useful in exposing the chaotic nature of classica...
This thesis investigates quantum transport in the energy space of two paradigm systems of quantum ch...
We numerically study the excitation mechanism of the hydrogen atom in a microwave field and show tha...
Time-periodic Hamiltonian systems are an easily accessible area for comparing quantum and classical ...
What is the behavior of a low-dimensional quantal system whose classical, deterministic, Hamiltonian...
We introduce a quantitative measure of reversibility of quantum dynamics of classically chaotic syst...
Several quantum phenomena have been experimentally investigated using the system of ultra-cold atoms...
We consider the dynamics of Rydberg states of the hydrogen atom driven by a microwave field of ellip...
Dynamical behavior of chemical reactivity indices like electronegativity, hardness, polarizability, ...
Using semiclassical methods, it is possible to construct very accurate approximations in the short-w...
A dynamical signature of quantum chaos is proposed in terms of the nonlinear growth of time-dependen...
The interplay of classical chaos and quantum stability is a long-standing research topic of both fun...
The system of highly excited hydrogen in combined strong ac and dc electric fields is examined. It i...
We discuss recent experimental and theoretical investigations of quantum dynamics in periodically ki...