Information Complexity and Control in Quantum Physics: Proceedings of the 4th International Seminar on Mathematical Theory of Dynamical Systems and Microphysics Udine, September 4–13, 1985A. Blaquiere, S. Diner, G. Lochak |
Contents
| 1 | |
Thermodynamical and Informational Entropies in Quantum Mechanics | 48 |
a Conjecture | 65 |
On the Universality of the EinsteinPodolskyRosen Phenomenon | 101 |
STOCHASATIC CONTROL AND QUANTUM MECHANICS | 135 |
Schrödingers Stochastic Variational Dynamics | 162 |
An Introduction to Non Standard Analysis and Applications | 183 |
Quantum Theory of Continuous Observations Some Significant | 209 |
Conditional Expectations and Stochastic Processes in Quantum Probability | 224 |
On the Description of Quantum Dissipative Processes | 241 |
Quantization of the Kicked Rotator with Dissipation | 265 |
Quantum Statistics for Systems Interacting with a Coherent | 297 |
NonDemolition Measurement and Control in Quantum Dynamical Systems | 311 |
The Method of Seeking Finite Control for Quantum Mechanical Processes | 347 |
Other editions - View all
Information Complexity and Control in Quantum Physics A. Blaquiere,S. Diner,G. Lochak No preview available - 2014 |
Common terms and phrases
analytic angular momentum chiral commutation conditional expectations consider constant corresponding defined definition denote density matrix described Dirichlet forms distribution dynamical eigenstates energy ensemble entropy defect equation equilibrium example exists field finite formalism function gases Gaussian given H₁ Hamiltonian control systems Hamiltonian system Hence Hilbert space hyperfinite infinitesimal information theory initial integral interaction internal invariant Lie algebra linear macroscopic magnetic Markov process Markovian Math mathematical microstates monopole Neumann non-standard analysis observable obtain operator optimal outcome particle Phys physical system Poisson Poisson bracket positive probability problem properties QNDF QNDO quantity quantization quantum conditional quantum measurements quantum mechanics quantum nondemolition quantum stochastic processes quantum systems quantum theory relation representation result Schrödinger self-adjoint self-adjoint operator signal space H spin standard statistical stochastic processes subsets symmetry t₁ theorem Thermodynamics tion transformation variation vector αβ