\(\lambda\)-equidistributed sequences of partitions and a theorem of the De Bruijn-Post type
The authors prove some results on uniformly distributed sequences in separable metric probability spaces (which are known e.g. for locally compact spaces); there exists a point \(x_ 0\) such that all balls centered at \(x_ 0\) have boundary of measure zero. This implies the existence of nice partitions.
\(\lambda\)-equidistributed sequences of partitions
scientific article; zbMATH DE number 169829