Add to ORKGProbability measures Weyl–Heisenberg group We formulate necessary and sufficient conditions for a symplectic tomogram of a quantum state to determine the density state. We establish a connection between the (re)construction by means of sym-plectic tomograms with the construction by means of Naimark positive definite functions on the Weyl– Heisenberg group. This connection is used to formulate properties which guarantee that tomographic probabilities describe quantum states in the probability representation of quantum mechanics. 1
Using a simple relation of the Dirac delta-function to generalized the theta-function, the relations...
New inequalities for symplectic tomograms of quantum states and their connection with entropic uncer...
New inequalities for symplectic tomograms of quantum states and their connection with entropic uncer...
We formulate necessary and sufficient conditions for a symplectic tomogram of a quantum state to det...
We formulate necessary and sufficient conditions for a symplectic tomogram of a quantum state to det...
We formulate necessary and sufficient conditions for a symplectic tomogram of a quantum state to det...
We formulate necessary and sufficient conditions for a symplectic tomogram of a quantum state to det...
4 pages, no figures.-- PACS codes: 03.65 Sq; 03.65.Wj.-- ArXiv pre-print available at: http://arxiv....
4 pages, no figures.-- PACS codes: 03.65 Sq; 03.65.Wj.-- ArXiv pre-print available at: http://arxiv....
4 pages, no figures.-- PACS codes: 03.65 Sq; 03.65.Wj.-- ArXiv pre-print available at: http://arxiv....
4 pages, no figures.-- PACS codes: 03.65 Sq; 03.65.Wj.-- ArXiv pre-print available at: http://arxiv....
Starting from the famous Pauli problem on the possibility of associating quantum states with probabi...
Starting from the famous Pauli problem on the possibility of associating quantum states with probabi...
Starting from the famous Pauli problem on the possibility of associating quantum states with probabi...
Using a simple relation of the Dirac delta-function to generalized the theta-function, the relations...
Using a simple relation of the Dirac delta-function to generalized the theta-function, the relations...
New inequalities for symplectic tomograms of quantum states and their connection with entropic uncer...
New inequalities for symplectic tomograms of quantum states and their connection with entropic uncer...
We formulate necessary and sufficient conditions for a symplectic tomogram of a quantum state to det...
We formulate necessary and sufficient conditions for a symplectic tomogram of a quantum state to det...
We formulate necessary and sufficient conditions for a symplectic tomogram of a quantum state to det...
We formulate necessary and sufficient conditions for a symplectic tomogram of a quantum state to det...
4 pages, no figures.-- PACS codes: 03.65 Sq; 03.65.Wj.-- ArXiv pre-print available at: http://arxiv....
4 pages, no figures.-- PACS codes: 03.65 Sq; 03.65.Wj.-- ArXiv pre-print available at: http://arxiv....
4 pages, no figures.-- PACS codes: 03.65 Sq; 03.65.Wj.-- ArXiv pre-print available at: http://arxiv....
4 pages, no figures.-- PACS codes: 03.65 Sq; 03.65.Wj.-- ArXiv pre-print available at: http://arxiv....
Starting from the famous Pauli problem on the possibility of associating quantum states with probabi...
Starting from the famous Pauli problem on the possibility of associating quantum states with probabi...
Starting from the famous Pauli problem on the possibility of associating quantum states with probabi...
Using a simple relation of the Dirac delta-function to generalized the theta-function, the relations...
Using a simple relation of the Dirac delta-function to generalized the theta-function, the relations...
New inequalities for symplectic tomograms of quantum states and their connection with entropic uncer...
New inequalities for symplectic tomograms of quantum states and their connection with entropic uncer...