Symbolical and Geometrical Characterizations of Kronecker Sequences by Using the Accelerated Brun Algorithm

Fujita Takahiko; Ito Shunji; Ninomiya Syoiti

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Symbolical and Geometrical Characterizations of Kronecker Sequences by Using the Accelerated Brun Algorithm

机译：Kronecker序列的符号和几何特征的加速布伦算法

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Wegiveahbox{vanderCorput}-typeexpressionofthemulti-dimensionalhbox{Kronecker}sequenceandageometricalcharacterizationofitsdistributionproperty.Wecanconsiderthelattertobeamulti-dimensionalanalogueofthe"three-distancetheorem."AlltheseresultswereobtainedbyusingtheacceleratedBrunalgorithm.

机译：Wegiveahbox {vanderCorput}-类型的多维hbox {Kronecker}序列及其分布特性的计量特性的表达式。我们可以将其视为“三距离定理”的多维模拟。所有这些结果都是通过使用加速的Brunal得到的。

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《Journal of mathematical sciences, The University of Tokyo》 |2000年第2期|共页
作者
Fujita Takahiko; Ito Shunji; Ninomiya Syoiti;
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中图分类数学;
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Symbolical and Geometrical Characterizations of Kronecker Sequences by Using the Accelerated Brun Algorithm

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