IV: 10, 108-131, LNM 124 (1970)
FUCHS, Aimé;
LETTA, Giorgio
L'inégalité de Kullback. Application à la théorie de l'estimation (
Information theory,
Mathematical statistics)
This paper brings together, and shows the mutual relation of a number of classical definitions, centering on Shannon's mutual information of two probability measures, $G(\lambda|\mu)=\int \log {d\lambda\over d\mu}\,d\mu$
Comment: To be asked from the authors
Keywords: Kullback inequality,
Cramer-Rao inequality,
Sufficient statisticsNature: Original
Retrieve article from Numdam
XXV: 26, 316-323, LNM 1485 (1991)
FUCHS, Aimé;
LETTA, Giorgio
Un résultat élémentaire de fiabilité. Application à la formule de Weierstrass sur la fonction gamma Retrieve article from Numdam
