The key concepts of the quasi-classical theory of Wigner are reviewed. In particular, the concepts of the Wigner distribution and the Wigner equivalents for operators of position and spin are presented. Then, the Groenewold multiplication rule is applied to the Heisenberg equation of motion and to certain correlation functions. Finally, these concepts are applied to the général problem of spin corrélations and the spin position interaction.La théorie quasi classique de Wigner est passée en revue. On présente les concepts de la fonction de distribution de Wigner et des fonctions équivalentes de Wigner pour les opérateurs de position et de spin. L'emploi de la règle de multiplication de Groenewold est appliqué aux équations pour les opérateur...
For systems of multiple, coupled spins, a generalization of the Wigner-Eckart theorem to transition ...
It has been known that the Wigner representation theory for positive energy orbits permits a useful ...
The connection between spin and symmetry was established by Wigner in his 1939 paper on the Poincar\...
It is pointed out that the classical phase space distribution in action-angle (a-a) variables obtain...
Although it was in fact the study of the Wigner distribution function that suggested to the author t...
The method of Wigner distribution functions, and the Weyl correspondence between quantum and classic...
We introduce the concepts of group theory that are of interest in crystal-field theory. The Wigner t...
This book provides an in-depth and rigorous study of the Wigner transform and its variants. They are...
Die vorliegende Arbeit untersucht mit Methoden aus der Wahrscheinlichkeitstheorie Statistiken von gr...
As an illustration of a quasiclassical spin formalism developed in a recent paper a new method for s...
The spin-statistics conection is obtained for classical point particles. The connection holds within...
An expression for the Wigner distribution function valid for systems of bosons or fermions is obtain...
We extend the region of applicability of phase-space techniques, for the study of quantum systems, b...
A general relation between the Moyal formalisms for a spin and a particle is established. Once the f...
The factorization of the spin-up and the spin-down space into two parts for mixed configurations (l ...
For systems of multiple, coupled spins, a generalization of the Wigner-Eckart theorem to transition ...
It has been known that the Wigner representation theory for positive energy orbits permits a useful ...
The connection between spin and symmetry was established by Wigner in his 1939 paper on the Poincar\...
It is pointed out that the classical phase space distribution in action-angle (a-a) variables obtain...
Although it was in fact the study of the Wigner distribution function that suggested to the author t...
The method of Wigner distribution functions, and the Weyl correspondence between quantum and classic...
We introduce the concepts of group theory that are of interest in crystal-field theory. The Wigner t...
This book provides an in-depth and rigorous study of the Wigner transform and its variants. They are...
Die vorliegende Arbeit untersucht mit Methoden aus der Wahrscheinlichkeitstheorie Statistiken von gr...
As an illustration of a quasiclassical spin formalism developed in a recent paper a new method for s...
The spin-statistics conection is obtained for classical point particles. The connection holds within...
An expression for the Wigner distribution function valid for systems of bosons or fermions is obtain...
We extend the region of applicability of phase-space techniques, for the study of quantum systems, b...
A general relation between the Moyal formalisms for a spin and a particle is established. Once the f...
The factorization of the spin-up and the spin-down space into two parts for mixed configurations (l ...
For systems of multiple, coupled spins, a generalization of the Wigner-Eckart theorem to transition ...
It has been known that the Wigner representation theory for positive energy orbits permits a useful ...
The connection between spin and symmetry was established by Wigner in his 1939 paper on the Poincar\...