Journal Article On permutational invariance of the metric discrepancy results

Fukuyama, Katusi  ,  Noda, Yutaro

67 ( 2 )  , pp.349 - 354 , 2017-04 , De Gruyter
ISSN:0139991813372211
Description
Let {n(k)} be a sequence of non-zero real numbers. We prove that the law of the iterated logarithm for discrepancies of the sequence {n(k)x} is permutational invariant if |nk+1/nk| → ∞ is satisfied.
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