Rydberg states of atoms and molecules. Basic group theoretical and topological analysis
ETATS DE RYDBERG
ATOMES
HYDROGENE
CHAMPS ELECTROMAGNETIQUES
Abstract : Rydberg states of atoms and molecules are studied within the qualitative approach-based primarily on topological and group theoretical analysis. The correspondence between classical and quantum mechanics is explored to apply the results of qualitative (topological) approach to classical mechanics developed by Poincaré, Lyapounov and Smale to quantum problems. The study of the action of the symmetry group of the problems considered on the classical phase space enables us to predict qualitative features of the energy level patterns for quantum Rydberg operators.
MICHEL
ZHILINSKII
P/97/54
IHES
07/1997
A4
41 f.
EN
TEXTE
PREPUBLICATION
P_97_54.pdf
1997
General relativistic celestial mechanics. II - Translational equations of motion
MECANIQUE CELESTE
RELATIVITE GENERALE
EQUATIONS DU MOUVEMENT
DAMOUR
SOFFEL
XU
P/91/72
IHES
10/1991
A4
40 f.
EN
TEXTE
PREPUBLICATION
P_91_72.pdf
1991
General relativistic celestial mechanics. I - Method and definition of reference systems
MECANIQUE CELESTE
RELATIVITE GENERALE
METHODOLOGIE
DAMOUR
SOFFEL
XU
P/90/87
IHES
11/1990
A4
41 f.
EN
TEXTE
PREPUBLICATION
P_90_87.pdf
1990
Peut-on définir la géométrie aujourd’hui ?
GEOMETRIE
MATHEMATIQUES
BERGER
M/00/36
IHES
05/2000
A4
38 f .
FR
TEXTE
PREPUBLICATION
M_00_36.pdf
2000