For testing H 0 : Ï j = Ï j0 j = 1,. . . ,c, using
Question:
Show that G2 ¥ 0, with equality if and only if ÏÌj = Ïj0 for all j. (Apply Jensens inequality to E(2n log X), where X equals Ïj0/ÏÌj with probability ÏÌj.)
Transcribed Image Text:
G² = -2n L îî; log(7;0/ î;). îr, log(™j0/ îr;,
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Let X be a random variable that equals j0 j wi...View the full answer
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