Ricardo Vélez Ibarrola , Víctor Hernández
In this paper we get some results about the asymptotic behaviour of the sequence ?n = 1 + X1 + X1X2 + X1X2X3 + ...
where {Xn}n=18 are i.i.d. random variables. Strong limit laws, Central limit theorem and Iterated Logarithm law are obtained, after an analysis of the convergence of ?n. Rates of convergence are also given
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