Probability Representation of Quantum Mechanics: Comments and Bibliography
arXiv:quant-ph/0608251
Abstract
The probability representation of states in standard quantum mechanics where the quantum states are associated with fair probability distributions (instead of wave function or density matrix) is shortly commented and bibliography related to the probability representation is given.
16 pages, TeX file
References in corpus (38)
- Alternative commutation relations, star products and tomography
- Classical-Like Description of Quantum Dynamics by Means of Symplectic Tomography
- Lyapunov exponent in quantum mechanics. A phase-space approach
- Density Matrix From Photon Number Tomography
- Diffraction in time in terms of Wigner distributions and tomographic probabilities
- New uncertainty relations for tomographic entropy: Application to squeezed states and solitons
- Different realizations of tomographic principle in quantum state measurement
- Quasiprobability and Probability Distributions for Spin 1/2 States
- Time-Dependent Invariants and Green's Functions in the Probability Representation of Quantum Mechanics
- Interference and entanglement: an intrinsic approach
- Classical mechanics is not h=0 limit of quantum mechanics
- Duality symmetry for star products
- Probability representation in quantum field theory
- Partial positive scaling transform: a separability criterion
- On the meaning and interpretation of Tomography in abstract Hilbert spaces
- Does The Uncertainty Relation Determine The Quantum State?
- Differential geometry of density states
- Simulation of tunneling in the quantum tomography approach
- A tomographic approach to quantum nonlocality
- Conventional Quantum Mechanics Without Wave Function and Density Matrix
- Probability Distributions and Hilbert Spaces: Quantum and Classical Systems
- Partial scaling transform of multiqubit states as a criterion of separability
- Cosmological dynamics in tomographic probability representation
- Tomographic map within the framework of star-product quantization
- Beyond the Standard "Marginalizations" of Wigner Function
- Photon-number tomography of multimode states and positivity of the density matrix
- A probabilistic approach to quantum mechanics based on tomograms
- Transmitting qudits through larger quantum channels
- Quantum Characterization of a Werner-like Mixture
- Tomographic and statistical properties of superposition states for two-mode systems
- Relativistic properties of marginal distributions
- Modelling Quantum Mechanics by the Quantumlike Description of the Electric Signal Propagation in Transmission Lines
- Caldirola-Kanai Oscillator in Classical Formulation of Quantum Mechanics
- Permutation symmetry for the tomographic probability distribution of a system of identical particles
- Quantum Tomography Approach in Signal Analysis
- Rotated and scaled center of mass tomography for several particles
- Classical and Quantum-like approaches to Charged-Particle Fluids in a Quadrupole
- Charge in electric field in probability representation