在通常矩条件下B-值随机元配重迭对数律不成立的一个反例

An Example of the Weighted Sum of Independent B-Valued Random Elements no Satisfying the LIL

  • 摘要: 本文讨论B-值随机元配重迭对数律,给出了在通常矩条件下B-值随机元配重迭对数律不成立的一个反例,文中还指出,当随机元范数矩的条件弱于二阶矩时,配重迭对数律不成立。

     

    Abstract: In this paper, we give am example which show the law of iterated logarithm for the weighted sum of independent B-valued random elements is not true in general moment condition. Further, we prove that the law of iterated logarithm for the weighted sum of independent B-valued random elements is not true when order of norm moment for random element is less than 2.

     

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