Microwave experiments using 2-D billiard geometries are a precise test of basic is-sues in Quantum Chaos, Localization and Tunneling. In closed chaotic geometries, analysis of eigenvalue statistics yield good agreement with Random Matrix Theory. A unique aspect of the experiments is the ability to directly measure eigenfunctions. The in uence of periodic orbit scarring in chaotic eigenfunctions is directly demon-strated. Disordered microwave billiards are a text-book model system for studying the quantum properties of a single particle in a disordered potential. Localization is directly observed in eigenfunctions of the disordered billiards. Statistical proper-ties of disordered eigenfunctions deviate from universal behavior due to localiza...
Quantum chaos is associated with the phenomenon of avoided level crossings on a large scale which le...
We report the first large-scale statistical study of very high-lying eigenmodes (quantum states) of ...
Complex scattering exists in many diverse physical and real-life scenarios. Examples include reactio...
The signatures of classical chaos and the role of periodic orbits in the wave-mechanical eigenvalue ...
Thesis Advisors: Profs. E. J. Heller and H. Ehrenreich This thesis consists of two parts. Part I is...
We present detailed investigations of the experimental signatures of chaos-assisted tunneling in the...
In this work we shall test predictions of random wave models with microwave experiments. In wave or ...
Microwave experiments have become an important tool to study wave transport in chaotic and disordere...
During the last few years we have studied the chaotic behavior of special Euclidian geometries, so-c...
Results of theoretical nd numerical studies of the quantum chaos are presented, and our current unde...
INTRODUCTION The quantum description of systems which are chaotic in their classical limit is the s...
The study of dynamical quantum systems, which are classically chaotic, and the search for quantum ma...
We review the fundamental concepts of quantum chaos in Hamiltonian systems. The quantum evolution of...
We investigate systems with a mixed phase space, where regular and chaotic dynamics coexist. Classic...
International audienceAn overview over the microwave studies of chaotic systems is presented, perfor...
Quantum chaos is associated with the phenomenon of avoided level crossings on a large scale which le...
We report the first large-scale statistical study of very high-lying eigenmodes (quantum states) of ...
Complex scattering exists in many diverse physical and real-life scenarios. Examples include reactio...
The signatures of classical chaos and the role of periodic orbits in the wave-mechanical eigenvalue ...
Thesis Advisors: Profs. E. J. Heller and H. Ehrenreich This thesis consists of two parts. Part I is...
We present detailed investigations of the experimental signatures of chaos-assisted tunneling in the...
In this work we shall test predictions of random wave models with microwave experiments. In wave or ...
Microwave experiments have become an important tool to study wave transport in chaotic and disordere...
During the last few years we have studied the chaotic behavior of special Euclidian geometries, so-c...
Results of theoretical nd numerical studies of the quantum chaos are presented, and our current unde...
INTRODUCTION The quantum description of systems which are chaotic in their classical limit is the s...
The study of dynamical quantum systems, which are classically chaotic, and the search for quantum ma...
We review the fundamental concepts of quantum chaos in Hamiltonian systems. The quantum evolution of...
We investigate systems with a mixed phase space, where regular and chaotic dynamics coexist. Classic...
International audienceAn overview over the microwave studies of chaotic systems is presented, perfor...
Quantum chaos is associated with the phenomenon of avoided level crossings on a large scale which le...
We report the first large-scale statistical study of very high-lying eigenmodes (quantum states) of ...
Complex scattering exists in many diverse physical and real-life scenarios. Examples include reactio...