Examination of the proofs of Theorems 1, 2, 3, of Neyman (1959) shows that sufficient conditions for to satisfy (1) are that /be a generalized Cramer function that satisfies ... then max{\EfM \EfM Ap max{\EfM \EfM . These comparisons are easily derived by writing Efalt;pi as functions of Al/, a#39;, a, 1, alt;ra for the functions / in question. 7.

Title | : | The Annals of Statistics |

Author | : | |

Publisher | : | - 1974 |

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