Publication: Consecutive large gaps in sequences defined by multiplicative constraints
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KU Authors
Co-Authors
Zaharescu, Alexandru
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N/A
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Abstract
In this paper we obtain quantitative results on the occurrence of consecutive large gaps between B-free numbers, and consecutive large gaps between nonzero Fourier coefficients of a class of newforms without complex multiplication.
Source
Publisher
Canadian Mathematical Soc
Keywords
Mathematics
Citation
Has Part
Source
Canadian Mathematical Bulletin / Bulletin Canadien de Mathematiques
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Edition
DOI
10.4153/CMB-2008-019-x
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