[1] J. Aggarwal:
Sur l'information de Fisher. In: Théories de l'Information (J. Kampé de Fériet, ed.), Springer-Verlag, Berlin--New York 1974, pp. 111-117.
MR 0347450 |
Zbl 0299.94016
[2] S. Amari:
Differential-Geometric Methods in Statistics. (Lecture Notes in Statistics 28.) Springer-Verlag, Berlin--New York 1985.
MR 0788689
[3] D. E. Boekee:
The $D_f$ information of order $s$. In: Trans, of the Eighth Prague Conference, Academia, Prague 1978, Vol. C, pp. 55-66.
MR 0557706
[4] J. Burbea:
Informative geometry in probability spaces. Exposition. Math. 4 (1986), 345-365.
MR 0867963
[5] J. Burbea, C. R. Rao:
Entropy differential metric, distance and divergence measures in probability spaces: a unified approach. J. Multivariate Anal. 12 (1982), 575-596.
MR 0680530 |
Zbl 0526.60015
[6] K. Ferentinos, T. Papaioannou:
New parametric measures of information. Inform. and Control 51 (1981), 193-208.
MR 0686839 |
Zbl 0524.62005
[8] A. M. Kagan:
On the theory of Fisher's amount of information. Soviet Math. Dokl. 4 (1963), 991-993.
Zbl 0138.14902
[9] C. R. Rao: Differential metrics in probability spaces. In: Differential Geometry in Statistical Inference (Shanti S. Gupta, series ed.), 1987, pp. 217-240.
[11] M. Salicrú: Medidas de divergencia en an lisis de datos (Tesis doctoral.). Univ. Barcelona 1987.
[12] M. Salicrú: Matrices Riemanianas asociadas a M-divergencias. In: XVII Congreso SEIO, 1988, pp. 51-54.
[13] M. Salicrú: Matrices informativas asociadas a medidas de Csiszár. In: XVIII Congreso SEIO, 1989, pp. 462-467.
[14] M. Salicrú, P. Sanchez: Matrices informativas asociadas a J-divergencias. In: II Conferencia española de Biometria, 1989, pp. 249-251.
[15] I. Vajda:
$\chi^2$-divergence and generalized Fisher's information. In: Trans. of the Sixth Prague Conference, Academia, Prague 1971, pp. 873-886.
MR 0356302