doi:10.3906/fiz-0812-2 Behavior of transition amplitude and evolution of the energy of quantum kicked rotato
We discuss recent experimental and theoretical investigations of quantum dynamics in periodically ki...
A quantum analogue of the transition from regular to chaotic motion in the Hénon-Heiles oscillator h...
The role of “chaos” in the fundamental dynamical description, both classical and quantum, is discuss...
The work described m this thesis is based on a detailed analysis of the classical and quantum non li...
The work described m this thesis is based on a detailed analysis of the classical and quantum non li...
In a Hamiltonian system von Neumann Statistical Operator is used to tease out the quantum consequenc...
We review the fundamental concepts of quantum chaos in Hamiltonian systems. The quantum evolution of...
This classic text provides an excellent introduction to a new and rapidly developing field of resear...
Kicked rotor is a paradigmatic model for classical and quantum chaos in time-dependent Hamiltonian s...
The statistical properties of the quasienergy spectrum are used to measure the influence of quantum ...
The relationship between chaos and quantum mechanics has been somewhat uneasy -- even stormy, in the...
Lecture notes for the Spring School "From quantum to classical" (CIRM, April 2019)Given a quantum Ha...
The study of dynamical quantum systems, which are classically chaotic, and the search for quantum ma...
This book provides a thorough and comprehensive discussion of classical and quantum chaos theory for...
Lecture notes for the Spring School "From quantum to classical" (CIRM, April 2019)Given a quantum Ha...
We discuss recent experimental and theoretical investigations of quantum dynamics in periodically ki...
A quantum analogue of the transition from regular to chaotic motion in the Hénon-Heiles oscillator h...
The role of “chaos” in the fundamental dynamical description, both classical and quantum, is discuss...
The work described m this thesis is based on a detailed analysis of the classical and quantum non li...
The work described m this thesis is based on a detailed analysis of the classical and quantum non li...
In a Hamiltonian system von Neumann Statistical Operator is used to tease out the quantum consequenc...
We review the fundamental concepts of quantum chaos in Hamiltonian systems. The quantum evolution of...
This classic text provides an excellent introduction to a new and rapidly developing field of resear...
Kicked rotor is a paradigmatic model for classical and quantum chaos in time-dependent Hamiltonian s...
The statistical properties of the quasienergy spectrum are used to measure the influence of quantum ...
The relationship between chaos and quantum mechanics has been somewhat uneasy -- even stormy, in the...
Lecture notes for the Spring School "From quantum to classical" (CIRM, April 2019)Given a quantum Ha...
The study of dynamical quantum systems, which are classically chaotic, and the search for quantum ma...
This book provides a thorough and comprehensive discussion of classical and quantum chaos theory for...
Lecture notes for the Spring School "From quantum to classical" (CIRM, April 2019)Given a quantum Ha...
We discuss recent experimental and theoretical investigations of quantum dynamics in periodically ki...
A quantum analogue of the transition from regular to chaotic motion in the Hénon-Heiles oscillator h...
The role of “chaos” in the fundamental dynamical description, both classical and quantum, is discuss...
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