Artículos de revistas
Unified (r, S)-entropy And Its Bivariate Measures
Registro en:
Information Sciences. , v. 54, n. 1-2, p. 23 - 39, 1991.
200255
10.1016/0020-0255(91)90043-T
2-s2.0-0026133191
Autor
Rathie P.N.
Taneja I.J.
Institución
Resumen
There exist various generalizations of Shannon's entropy involving one and/or two real parameters. Some of these generalizations are written in a unified way that is called unified (r, s)-entropy. Joint and conditional unified (r, s)-entropy are defined for bivariate distributions. Some properties of these generalized entropies are studied. Also a pseudometric distance is defined and some of its properties are given. © 1991. 54 1-2 23 39 Arimoto, Information-theoretic consideration on estimation problems (1971) Inform. and Control, 19, pp. 181-194 Behara, Chawla, Generalized gamma-entropy (1974) Entropy and Ergodic Theory Selecta Statist. Canad., 2, pp. 15-38 Boekee, Van der Lubbe, Some aspects of error bounds in feature selection (1979) Pattern Recognition, 11, pp. 353-360 Capocelli, Gargano, Vacarro, Taneja, Generalized distance measures and error bounds (1985) Proceedings of the IEEE International Conference on Cybernetics and Society, pp. 78-82. , Tucson, Ariz Havrda, Charvat, Quantification method of classification processes: Concept of structural a-entropy (1967) Kybernetika, 3, pp. 30-35 Rényi, On measures of entropy and information (1961) Proceedings of the 4th Berkeley Symposium on Mathematical Statistics and Probability, Univ. of California Press Berkeley, 1, pp. 547-561 Sharma, Mittal, New nonadditive measures of entropy for discrete probability distributions (1975) J. Math. Sci., 10, pp. 28-40 I. J. Taneja, On the convexity and Schur-convexity of Burbea and Rao's divergence measures, submitted for publicationVan der Lubbe, Boxma, Boekee, A generalized class of certainty and information measures (1984) Inform. Sci., 32, pp. 187-215 Van der Lubbe, Boekee, Boxma, Bivariate certainty and information measures (1987) Inform. Sci., 41, pp. 139-169 Van der Pyl, Colloq. Intern. du C.N.R.S., No. 276 — Theorie de l'Information (1977) Propriétés de l'information d'ordre α et de type β, pp. 161-171. , Cachan, France