On Sárközy's theorem for shifted primes
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Publication:6579952
DOI10.1090/JAMS/1036MaRDI QIDQ6579952
Publication date: 29 July 2024
Published in: Journal of the American Mathematical Society (Search for Journal in Brave)
Fourier transformexponential sumsdifference setsshifted primesSárközy's theoremzero-density theorems.
Cites Work
- Difference sets and positive exponential sums. I: General properties
- On measures of intersectivity
- Difference sets and shifted primes
- The ternary Goldbach problem
- Ruzsa's problem on sets of recurrence
- Van der Corput's difference theorem
- On van der Corput property of shifted primes
- On a theorem of Sárközy for difference sets and shifted primes
- A large sieve density estimate near \(\sigma = 1\)
- Primes in progressions to prime-power modulus
- On upper bounds of Chalk and Hua for exponential sums
- On Linnik's constant.
- On difference sets of sequences of integers. III
- Difference sets and the primes
- On the zeros of L-functions
- Paley graphs and sárközy’s theorem in function fields
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Related Items (1)
An explicit version of Bombieri's log-free density estimate and Sárközy's theorem for shifted primes
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