Abstract
Under some conditions on an array of rowwise independent random variables, Hu et at. (1998) obtained a complete convergence result for law of large numbers with rate {a<TEX>$\_$</TEX>n/, n <TEX>$\geq$</TEX> 1} which is bounded away from zero. We investigate the general situation for rate {a<TEX>$\_$</TEX>n/, n <TEX>$\geq$</TEX> 1) under similar conditions.
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