[1] O. Barndorff-Nielsen:
Information and exponential families in Statistical Theory. John Wiley, New York 1978.
MR 0489333 |
Zbl 0387.62011
[2] W. Bayer W. Ochs:
Quantum States with Maximum Information Entropy, I and II. Zeitschrift für Naturforschung 28a (1973), 693-701 and 1571-1585.
MR 0416414
[3] N. N. Čencov: Statistical Decision Rules and Optimal Decisions. (In russian.) Nauka, Moscow 1972.
[4] I. Csiszár:
I-divergence geometry of probability distributions and minimization problems. Annals of Probability 3 (1975), 146-158.
MR 0365798
[6] G. H. Hardy M. Riesz: The general Theory of Dirichlet's Series. Cambridge University Press, Cambridge 1915.
[7] R. S. Ingarden K. Urbanik:
Quantum Informational Thermodynamics. Acta Physica Polonica 21 (1962), 281-304.
MR 0145943
[8] E. T. Jaynes:
Information Theory and Statistical Mechanics, I and II. Physical Reviews 106 (1957), 620-630 and 108, 171-190.
MR 0087305
[9] G. Kallianpur:
On the amount of information contained in a $\sigma$-field. In: Contributions to probability and statistics. Stanford I960, 265 - 271.
MR 0121256 |
Zbl 0099.34303
[11] A. Perez:
Notions généralisées d'incertitude, d'entropie et d'information du point de vue de la théorie de martingales. In: Trans. of the first Prague Conference, Prague 1957, 183 - 208.
MR 0099889 |
Zbl 0102.13204
[12] A. Rényi:
Wahrscheinlichkeitrechnung mit einem Anhang über Informationstheorie. VEB, Berlin 1962.
MR 0148088
[13] F. Topsøe:
Informationstheorie, eine Einführung. Teubner, Stuttgart 1974.
MR 0444306
[14] I. Vincze:
On the maximum probability principle in statistical physics. In: Ninth European meeting of statisticians. Budapest 1972, 869-893.
MR 0376064