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  1. James Maynard, Oberwolfach 2013. James Maynard (* 10. Juni 1987 in Chelmsford) ist ein britischer Mathematiker, der sich mit analytischer Zahlentheorie und speziell Siebmethoden befasst. 2022 erhielt er die Fields-Medaille .

  2. James Alexander Maynard FRS (born 10 June 1987) is an English mathematician working in analytic number theory and in particular the theory of prime numbers. In 2017, he was appointed Research Professor at Oxford. Maynard is a fellow of St John's College, Oxford.

  3. J Maynard. arXiv preprint arXiv:2006.06572. , 2020. 15. 2020. 3-tuples have at most 7 prime factors infinitely often. J Maynard. Mathematical Proceedings of the Cambridge Philosophical Society 155 (3), 443-457. , 2013.

  4. James Maynard is Professor of Number Theory at the Mathematical Institute in Oxford. He was an undergraduate in Cambridge, did his DPhil in Oxford, and has done postdoctoral work in Montreal, Berkeley, Princeton and Oxford before joining the faculty at the Mathematical Institute in Oxford.

  5. www.quantamagazine.org › number-theorist-james-maynard-winsQuanta Magazine

    5. Juli 2022 · In 2013, one of the best — but also one of the worst — things that can happen to a mathematician happened to James Maynard. Fresh out of graduate school, he solved one of the discipline’s oldest and most central problems, about the spacing of prime numbers. It was an achievement that ordinarily would have garnered him fame even ...

  6. Kevin Ford, Ben Green, Sergei Konyagin, James Maynard, Terence Tao. Comments: (i) in the introduction, we added a corollary about the least prime in an arithmetic progression; (ii) relaxed the hypotheses of Cor. 4: now sets P' and Q' may be arbitrary sets, not necessarily sets of primes; this has an application ( arXiv:1607.02543 ); (iii ...

  7. 5. Juli 2022 · Professor James Maynard, Mathematical Institute, University of Oxford has been awarded a 2022 Fields Medal for his ‘spectacular contributions’ to analytic number theory, ‘which have led to major advances in the understanding of the structure of prime numbers and in Diophantine approximation’.