Geometric aspect of Weyl sums
Jean Marc Deshouillers (1985)
Banach Center Publications
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Displaying similar documents to “On the ergodicity of the Weyl sums cocycle”
Geometric aspect of Weyl sums
Un Théoreme de Moyenne Pour les Sommes D'exponentielles. Application a L'inégalité de Weyl
O. Robert, P. Sargos (2000)
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On Weyl's sums
Ю.В. Линник (1943)
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On the Bombieri-Korobov estimate for Weyl sums
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Estimates are provided for sth moments of cubic smooth Weyl sums, when 4 ≤ s ≤ 8, by enhancing the author's iterative method that delivers estimates beyond classical convexity. As a consequence, an improved lower bound is presented for the number of integers not exceeding X that are represented as the sum of three cubes of natural numbers.
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On Weyl's sums.
И.М. Виноградов ([unknown])
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