James Maynard is a highly acclaimed British mathematician and a Professor of Number Theory at the University of Oxford. He is renowned for his groundbreaking contributions to analytic number theory, particularly in understanding the distribution of prime numbers, prime gaps, and Diophantine approximation. Maynard's work is characterized by its ingenuity and the development of powerful new methods that have solved long-standing problems and opened new avenues of research in the field. He is celebrated for his ability to tackle complex conjectures with elegant and insightful approaches.
James Maynard's work history includes a series of influential roles in various companies. Here is a detailed list of his professional journey:
Awarded in 2022 for his contributions to analytic number theory, which have led to major advances in the understanding of the structure of prime numbers and in Diophantine approximation. Specifically recognized for his work on small gaps between primes, and on primes with restricted digits.
In 2013, Maynard (independently of Terrence Tao) provided a significantly simpler proof of Yitang Zhang's theorem on bounded prime gaps and showed that there are infinitely many prime gaps of size at most 600. He later refined this method (the 'Maynard-Tao sieve') to show the existence of infinitely many prime gaps of bounded length containing k primes for any k.
Proved that for any chosen decimal digit (e.g., 7), there exist infinitely many prime numbers that do not contain that digit in their decimal representation, resolving a long-standing conjecture by Erdős.
Awarded in 2020 by the American Mathematical Society for his outstanding contributions to number theory, particularly his work on prime gaps and primes with missing digits.
Received in 2014 for his revolutionary contributions to number theory, recognizing his work done at a young age.
Awarded by the London Mathematical Society in 2015 for his significant contributions to prime number theory.
Received in 2016 from the European Mathematical Society for his profound results in analytic number theory.
Wesleyan University - Year 1984
Kingswood Oxford School, West Hartford CT - Year 1978
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