SCHWENGELBECK U, Faisal F. DEFINITION OF LYAPUNOV EXPONENTS AND KS ENTROPY IN QUANTUM DYNAMICS. PHYSICS LETTERS A. 1995;199(5-6):281-286.We propose a definition of quantum Lyapunov exponents and the associated KS entropy, which allows a rigorous characterization of regular or irregular quantum dynamics in the same terms as in classical dynamics. An illustration of the use of this concept is given for the quantum standard map
We present an entropy concept measuring quantum localization in dynamical systems based on time aver...
Quantum systems, when interacting with their environments, may exhibit non-equilibrium states that a...
The mixed-mode philosophy of combining classical and quantum degrees of freedom under a single umbre...
Abstract We introduce a simple quantum generalization of the spectrum of classical Lyapunov exponent...
We discuss the generalized quantum Lyapunov exponents Lq, defined from the growth rate of the powers...
We discuss the generalized quantum Lyapunov exponents Lq, defined from the growth rate of the powers...
Numerical results are discussed, demonstrating that the Lyapunov exponent determines the value of th...
A quantum characteristic exponent may be defined, with the same operational meaning as the classical...
International audienceWe show how the Lyapunov exponents of a dynamic system can, in general, be exp...
We study and compare the information loss of a large class of Gaussian bipartite systems. It include...
We study and compare the information loss of a large class of Gaussian bipartite systems. It include...
Faisal F, SCHWENGELBECK U. UNIFIED THEORY OF LYAPUNOV EXPONENTS AND A POSITIVE EXAMPLE OF DETERMINIS...
From the analyticity properties of the equation governing infinitesimal perturbations, it is conject...
Abstract The rate of entropy production in a classical dynamical system is characterized by the Kolm...
A random map is a discrete time dynamical system in which one of a num-ber of transformations is sel...
We present an entropy concept measuring quantum localization in dynamical systems based on time aver...
Quantum systems, when interacting with their environments, may exhibit non-equilibrium states that a...
The mixed-mode philosophy of combining classical and quantum degrees of freedom under a single umbre...
Abstract We introduce a simple quantum generalization of the spectrum of classical Lyapunov exponent...
We discuss the generalized quantum Lyapunov exponents Lq, defined from the growth rate of the powers...
We discuss the generalized quantum Lyapunov exponents Lq, defined from the growth rate of the powers...
Numerical results are discussed, demonstrating that the Lyapunov exponent determines the value of th...
A quantum characteristic exponent may be defined, with the same operational meaning as the classical...
International audienceWe show how the Lyapunov exponents of a dynamic system can, in general, be exp...
We study and compare the information loss of a large class of Gaussian bipartite systems. It include...
We study and compare the information loss of a large class of Gaussian bipartite systems. It include...
Faisal F, SCHWENGELBECK U. UNIFIED THEORY OF LYAPUNOV EXPONENTS AND A POSITIVE EXAMPLE OF DETERMINIS...
From the analyticity properties of the equation governing infinitesimal perturbations, it is conject...
Abstract The rate of entropy production in a classical dynamical system is characterized by the Kolm...
A random map is a discrete time dynamical system in which one of a num-ber of transformations is sel...
We present an entropy concept measuring quantum localization in dynamical systems based on time aver...
Quantum systems, when interacting with their environments, may exhibit non-equilibrium states that a...
The mixed-mode philosophy of combining classical and quantum degrees of freedom under a single umbre...