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 Wysłany: Czw 1:08, 31 Mar 2011 Temat postu: Associated Sequences are moving average process Ba |
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Associated Sequences are moving average process Baum-Katz law of large numbers of precise asymptotics
, We have _ + ∞. 1lim - lo-g ~ Σn ≤ n () lP {Is. I ≥} a P {0'1) l ≥ og The remaining proof of reference [ 9] Proposition 4.2. Proposition 4.3 For any 1 ≤ P <2 and P <<2, we have a O1I △ ≤-E reasonable offer given in the text by the O ≥ O Ⅳ P = △ a ≥ PpO A pair of Ming Wang Yi given 4 Tan Xili , Such as : positive . Students falling into the plastic wall -type plastic in plastic Jue Wang Lan Zhu whole : Ao ------ plug wire cutting three villa Fort - II _ ------------------- ----------------------------------- one thousand one hundred and eleven 10, l) -0. Prove that Y =, there t3r1 {l Ⅳ (0,1) l ≥ friends ) ≤ C {I Ⅳ (0,1) I ≥ child dx = lim ÷-loge7 {IN (o, 1) l ≥ ),}=。 * Proposition 4.4 any 1 ≤ p <2 and P <<2, there limΣ {ISI ≥ n} = 0. A l0ge) n Results will be Blake and four life -hao . Huan Hu was 1.2 .
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