On binary correlations of multiplicative functions
We study logarithmically averaged binary correlations of bounded multiplicative functions g1 and g2. A breakthrough on these correlations was made by Tao, who showed that the correlation average is negligibly small whenever g1 or g2 does not pretend to be any twisted Dirichlet character, in the sen...
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| Formato: | Journal article |
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Cambridge University Press
2018
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