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Let X1, X2, . . . be independent, exponentially distributed random variables with rate 1. Show that for any real number y, lim(n) P{max(in) Xi
Let X1, X2, . . . be independent, exponentially distributed random variables with rate 1.
Show that for any real number y, lim(n) P{max(in) Xi > log n + y} exists, and identify the limit.
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A Preface To Logic
Authors: Morris R Cohen
1st Edition
0486801853, 9780486801858
