| LEHMANN E.L., SCHEFFÉ H. Completeness, similar regions, and unbiased estimation. Sankhya, Ser. A, 10 (1950), pp. 305-340. |
....pick the first h with j=0 , is extremely cheap w.r.t. the sample size, still remaining in the scope of Theorem 1. Nevertheless this procedure has high computational costs because the number of concepts in C is high. Our short cut consists in grouping h s through minimal sufficient statistics [24]. This allows us to state lower bounds for the distribution law of P(c h) within the group. The number of these statistics as well as the groups of hypotheses is polynomial thanks to the clustering functionality of the discriminants (Section 3.2) that are the arguments of these statistics. The ....
LEHMANN E.L., SCHEFFÉ H. Completeness, similar regions, and unbiased estimation. Sankhya, Ser. A, 10 (1950), pp. 305-340.
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