Kicked rotor is a paradigmatic model for classical and quantum chaos in time-dependent
Hamiltonian systems. More than fifty years since the introduction of this model, there is an …

What is the behavior of a low-dimensional quantal system whose classical, deterministic,
Hamiltonian, counterpart is non-integrable and undergoes a transition to chaos? After a …

Over the past two decades scientists, mathematicians, and engineers have come to
understand that a large variety of systems exhibit complicated evolution with time. This …

Rydberg atoms are those in which the valence electron is in a state of high principal
quantum number n. They are of historical interest since the observation of Rydberg series …

A discrete degree of freedom can be engineered to match the Hamiltonian of particles
moving in a real-space lattice potential. Such synthetic dimensions are powerful tools for …

We report a direct observation of dynamical localization. This effect is a quantum
suppression of diffusion in a system that is classically chaotic. Our experiment measures the …

In this book we summarize the essential results of our efforts over the years to calculate
energies, wave functions, and electromagnetic transitions of atoms as functions of the …

Sandro Wimberger An Introduction Second Edition Page 1 Nonlinear Dynamics and
Quantum Chaos Sandro Wimberger An Introduction Second Edition Graduate Texts in …

This book describes the manifestations of chaos in atoms and molecules. The study of chaos
is today one of the most active and prolific areas in atomic physics. This is the first attempt to …

Recent investigations of Rydberg atoms are described in an effort to give a picture of their
properties, many of which can be understood from the behaviour of the Coulomb radial …