Authors
Sergei V Konyagin, Min Sha, Igor E Shparlinski, Cameron L Stewart
Publication date
2023/3
Journal
Mathematical Research Letters
Volume
30
Issue
2
Pages
509-540
Publisher
International Press of Boston
Description
In this paper, we study the distribution of multiplicatively dependent vectors. For example, although they have zero Lebesgue measure, they are everywhere dense both in and . We also study this property in a more detailed manner by considering the covering radius of such vectors.
Total citations
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Scholar articles
SV Konyagin, M Sha, IE Shparlinski, CL Stewart - Mathematical Research Letters, 2023
SV Konyagin, M Sha, IE Shparlinski, CL Stewart - arXiv preprint arXiv:1903.09796, 2019