Probability and Mathematical Statistics: Vol. 9, Fasc. 1


	UNIVERSITY OF WROCŁAW

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43.2	43.1	42.2	42.1	41.2	41.1	40.2
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	WROCŁAW UNIVERSITY OF SCIENCE AND TECHNOLOGY

Contents of PMS, Vol. 9, Fasc. 1, pages 15 - 24

ASYMPTOTIC REPRESENTATIONS OF SELF-NORMALIZED SUMS Miklós Csörgő Lajos Horváth Abstract: For sequences of i.i.d. rv with the probability distributions belonging to the domain of attraction of a stable law with index $a (- (0,2),$ the asymptotical behaviour of partial sums divided by the $1/p$ -th power of partial sums of the $p$ -th absolute powers with $a/p (- (0,2)$ is considered. 2000 AMS Mathematics Subject Classification: Primary: -; Secondary: -; Key words and phrases: -

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