[1] S. Amari: Differential--Geometrical Methods in Statistics. (Lecture Notes in Statistics 28.) Springer-Verlag, Berlin--Heidelberg--New York 1985. MR 0788689 | Zbl 0559.62001

[2] T. M. Cover, J. A. Thomas: Elements of Information Theory. Wiley, New York--London 1991. MR 1122806 | Zbl 0762.94001

[3] Z. Fabián: Point estimation in case of small data sets. In: Trans. 10th Prague Conf. on Inform. Theory, Statist. Dec. Functions, Random Processes, Academia, Prague 1988, pp. 305-312. MR 1136285

[4] Z. Fabián: Generalized score function and its use. In: Trans. 12th Prague Conf. on Inform. Theory, Statist. Dec. Functions, Random Processes, ÚTIA AV ČR, Prague 1994.

[5] Z. Fabián: Information and entropy of continuous random variables. IEEE Trans. Inform. Theory 43 (1997), 3. MR 1454240

[6] Z. Fabián: Geometric Moments. Techn. Report No. V-699, ICS AS CR, Prague 1996.

[7] Z. Fabián: Geometric moments. In: Trans. ROBUST'96, JČMF, Prague 1997. (In Czech.)

[8] F. R. Hampel P. J. Rousseeuw E. M. Ronchetti, W. A. Stahel: Robust Statistic. The Approach Based on Influence Functions. Wiley, New York 1987. MR 0829458

[9] S. Kobayashi, K. Nomizu: Foundations of Differential Geometry. Interscience Publishers, New York--London 1963. MR 0152974 | Zbl 0119.37502

[10] P. Kovanic: Gnostical theory of individual data. Problems Control Inform. Theory 13 (1984), 4, 259-274. MR 0776018 | Zbl 0575.94005

[11] P. Kovanic: Gnostical theory of small samples of real data. Problems Control Inform. Theory 13 (1984), 5, 303-319. MR 0776021 | Zbl 0583.94008

[12] P. Kovanic: On relation between information and physics. Problems Control Inform. Theory 13 (1984), 6, 383-399.

[13] P. Kovanic: A new theoretical and algorithmical tool for estimation, identification and control. Automatica 22 (1986), 6, 657-674.

[14] P. Kovanic, J. Novovičová: Comparizon of statistical and gnostical estimates of parameter of location on real data. In: Proc. of ROBUST, JČMF, Prague 1986. (In Czech.)

[15] J. Novovičová: M-estimators and gnostical estimators of location. Problems Control Inform. Theory 18 (1989), 6, 397-407. MR 1029471

[16] G. P. Patil M. T. Boswell, M. V. Ratnaparkhi: Dictionary and classified bibliography of statistical distributions in scientific work. In: Internat. Co-operative Publ. House, Maryland 1984.

[17] A. P. Prudnikov J. A. Brychkov, O. I. Marichev: Integrals and Series. Nauka, Moskva 1981. (In Russian.) MR 0635931

[18] S. M. Stiegler: Do robust estimators work with real data?. Ann. Statist. 6 (1977), 1055-1098. MR 0455205

[19] I. Vajda: Efficiency and robustness control via distorted maximum likelihood estimation. Kybernetika 22 (1986), 1, 47-67. MR 0839344 | Zbl 0603.62039

[20] I. Vajda: Minimum-distance and gnostical estimators. Problems Control Inform. Theory 17 (1987), 5, 253-266. MR 0967946

[21] I. Vajda: Comparison of asymptotic variances for several estimators of location. Problems Control Inform. Theory 18 (1989), 2, 79-87. MR 0991547 | Zbl 0678.62035