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A variable coefficient multi-frequency lemma
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We show a variable coefficient version of Bourgain's multi-frequency lemma. It can be used to obtain major arc estimates for a discrete Stein--Wainger type operator considered by Krause arXiv:1803.09431 and Roos arXiv:1907.00405.
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A Variation Norm Carleson Theorem Along the Primes
The variational prime Carleson operator is bounded on ℓ^p for an r-dependent range c(r)<p<C(r) that approaches the full (1,∞) as r o∞, and the maximal version is bounded for all 1<p<∞.
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