Discrepancy estimates related to the fractional parts of $b^n/n$
Martin Lind

TL;DR
This paper provides a new discrepancy estimate for the fractional parts of the sequence b^n/n, advancing understanding of their distribution and improving previous results.
Contribution
It introduces an improved discrepancy estimate for the fractional parts of b^n/n, refining earlier bounds by Cilleruelo et al.
Findings
Enhanced discrepancy bounds for fractional parts of b^n/n
Improved understanding of distribution properties of the sequence
Advancement over previous results by Cilleruelo et al.
Abstract
We prove a discrepancy estimate related to the sequence of fractional parts of . This improves an earlier result of Cilleruelo et al.
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Taxonomy
TopicsMathematical Approximation and Integration · Analytic Number Theory Research
