Two particle orbital operators having well-defined transformation properties under the quasi-spin group and the rotational group R5 are constructed. The second-order effects produced by electrostatic correlation of one particle orbital interactions are formally written in terms of the symmetrized operators. The calculation of the matrix elements is discussed together with its relationship to the problem of calculating isoscalar factors. The possible application to electric quadrupole hyperfine interactions is considered.Deux opérateurs de particules en orbite, ayant les propriétés de transformation des groupes quasi rotatifs et rotationnels R5, sont construits. Les effets d'ordre secondaire produits par la corrélation électrostatique des in...
The effect of the orbital degeneracy on superexchange interactions is studied for the simple case of...
We derive a new form for the matrix element of the two-particle mutual spin-orbit interaction in the...
The broken symmetry (BS) concept is an extremely useful tool for the prediction of exchange coupling...
Two particle orbital operators having well-defined transformation properties under the quasi-spin gr...
Symmetry properties of three particle operators for (d + s) N configurations have been studied under...
For the (d + s)N configurations, continuous group theory is of great interest in the study of the ma...
Multi-orbital models with strong Coulomb correlations represent a fundamental tool for the analysis ...
The Coulomb interaction within the configurations (d +s) N can be replaced by seven operators ei, wi...
The tensorial form of the spin-other-orbit interaction operator in the formalism of second quantizat...
The notion of a spin-orbit interaction arises from consideration of dynamics of multielectron atoms,...
The factorization of the spin-up and the spin-down space into two parts for mixed configurations (l ...
In the previous paper we have investigated the isotropic Hubbard model, with S-orbits on each site, ...
A general method is described for finding algebraic expressions for matrix elements of any one- and ...
The effects of configuration interaction on hyperfine structure (hfs) are considered using second-or...
The generalisation of the results for configurations of equivalent electrons of the type lN shows th...
The effect of the orbital degeneracy on superexchange interactions is studied for the simple case of...
We derive a new form for the matrix element of the two-particle mutual spin-orbit interaction in the...
The broken symmetry (BS) concept is an extremely useful tool for the prediction of exchange coupling...
Two particle orbital operators having well-defined transformation properties under the quasi-spin gr...
Symmetry properties of three particle operators for (d + s) N configurations have been studied under...
For the (d + s)N configurations, continuous group theory is of great interest in the study of the ma...
Multi-orbital models with strong Coulomb correlations represent a fundamental tool for the analysis ...
The Coulomb interaction within the configurations (d +s) N can be replaced by seven operators ei, wi...
The tensorial form of the spin-other-orbit interaction operator in the formalism of second quantizat...
The notion of a spin-orbit interaction arises from consideration of dynamics of multielectron atoms,...
The factorization of the spin-up and the spin-down space into two parts for mixed configurations (l ...
In the previous paper we have investigated the isotropic Hubbard model, with S-orbits on each site, ...
A general method is described for finding algebraic expressions for matrix elements of any one- and ...
The effects of configuration interaction on hyperfine structure (hfs) are considered using second-or...
The generalisation of the results for configurations of equivalent electrons of the type lN shows th...
The effect of the orbital degeneracy on superexchange interactions is studied for the simple case of...
We derive a new form for the matrix element of the two-particle mutual spin-orbit interaction in the...
The broken symmetry (BS) concept is an extremely useful tool for the prediction of exchange coupling...