Take a random sample {X1, ...,Xn} where X 0 and E logX 1.
Question:
Take a random sample {X1, ...,Xn} where X È 0 and E
¯¯
logX
¯¯
Ç 1. Consider the sample geometric mean
and population geometricmean ¹ Æ exp ¡
E £
logX ¤¢
.
Show that b¹!p ¹ as n!1.
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