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首页> 外文期刊>Real analysis exchange >ON UNIFORMLY DISTRIBUTED SEQUENCES OF AN INCREASING FAMILY OF FINITE SETS IN INFINITE-DIMENSIONAL RECTANGLES
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ON UNIFORMLY DISTRIBUTED SEQUENCES OF AN INCREASING FAMILY OF FINITE SETS IN INFINITE-DIMENSIONAL RECTANGLES

机译:无限维矩形中有限集族的一致分布序列

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摘要

The concepts of uniformly distributed sequences of an increasing family of finite sets and Riemann integrability are considered in terms of the "Lebesgue measure" on infinite-dimensional rectangles in R~∞ and infinite-dimensional versions of famous results of Lebesgue and Weyl are proved.
机译:根据R〜∞中无限维矩形上的“ Lebesgue测度”,考虑了有限集族的均匀分布序列和Riemann可积性的概念,并证明了Lebesgue和Weyl的著名结果的无限维形式。

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