Question: 1.13. If t(X) -0, $(X2) -a2 , 0 0] . n=l [HINT: Consider 00 lim(l -r)1/2 L rllg'>[vn = 0] rtI 11=0 as in the

1.13. If t(X) -0, $(X2) -a2 , 0 0] .

n=l

[HINT: Consider 00 lim(l -r)1/2 L rllg'>[vn

= 0]

rtI 11=0 as in the proof of Theorem 8.4.6, and use the following lemma: if Pn is a decreasing sequence of positive numbers such that

~ 21/2, k=1 Pkthen Pn '" n-I / 2 .]

~ 21/2, k=1 Pk

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