独立随机元序列的有界重对数律

Bounded Law of the Iterated Logarithm for a Sequence of Independent Random Vectors

本文给出了取值于半范可测向量空间上独立随机元序列的有界重对数律的一般形式,由此进一步推广了Kuelbs J.,EropoBB.A.及MaUaxH.K.等人的结果。

In this paper, we obtain general form for hounded law of the iterated logarithm for a sequence of independent random vectors taking values in a semi-normed measurable vector space from which some results:of J. Kuelbs, B.A. Epopoa, and H. K. Manaic etc. are generalized.