Additive energy and the metric Poissonian property
Let A be a set of natural numbers. Recent work has suggested a strong link between the additive energy of A (the number of solutions to a1+a2=a3+a4 with ai∈A ) and the metric Poissonian property, which is a fine-scale equidistribution property for dilates of A modulo 1 . There appears to be reasonab...
| Auteurs principaux: | , , , |
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| Format: | Journal article |
| Publié: |
Cambridge University Press
2018
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