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References:
[1] M. Ben-Bassat: $f$-Entropies, probability of error and feature selection. Inform, and Control 39 (1978), 227-243. MR 0523439 | Zbl 0394.94011
[2] D. Blackwell: Comparison of experiments. Proc. 2nd Berkeley Symp. University of Cali- fornia Press, Berkeley 1951, pp. 93-102. MR 0046002 | Zbl 0044.14203
[3] D. Blackwell: Equivalent comparisons of experiments. Ann. Math. Statist. 24 (1953), 265-272. MR 0056251 | Zbl 0050.36004
[4] D. Blackwell, M. A. Girshick: Theory of Games and Statistical Decisions. J. Wiley, New York 1954. MR 0070134 | Zbl 0056.36303
[5] C. Ferreri: Hypoentropy and related heterogeneity, divergence and information measures. Statistica 2 (1980), 155-167. MR 0586545
[6] M. H. De Groot: Optimal Statistical Decisions. McGraw-Hill, New York 1970. MR 0356303
[7] E. L. Lehmann: Testing Statistical Hypothesis. J. Wiley, New York 1959. MR 0107933
[8] D. V. Lindley: On a measure of information provided by an experiment. Ann. Math. Statist. 27(1956), 986-1005. MR 0083936
[9] L. Pardo D. Morales, I. J. Taneja: $\lambda$-measures of hypoentropy and comparison of experiments: Bayesian approach. Statistica (to appear). MR 1173196
[10] I. J. Taneja: $\lambda$-measures of hypoentropy and their applications. Statistical (1986), 465-478. MR 0887303 | Zbl 0616.62008
[11] I. J. Taneja L. Pardo D. Morales, M. L. Menendez: On generalized information and divergence measures and their applications: A brief review. Qüestio 13 (1989), 47-73. MR 1093611
[12] I. Vajda, K. Vašek: Majorization, concave entropies, and comparison of experiments. Problems Control Inform. Theory 14 (1985), 105-114. MR 0806056

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