Discrepancy of LS-sequences of partitions

Published 12 May 2010 in math.CA | (1005.2029v1)

Abstract: In this paper we give a precise estimate of the discrepancy of a class of uniformly distributed sequences of partitions. Among them we found a large class having low discrepancy (which means of order 1/N. One of them is the Kakutani-Fibonacci sequence.

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Authors (1)

Ingrid Carbone

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