About: Glyn Harman

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Glyn Harman (born 2 November 1956) is a British mathematician working in analytic number theory. One of his major interests is prime number theory. He is best known for results on gaps between primes and the greatest prime factor of p + a, as well as his lower bound for the number of Carmichael numbers up to X. His monograph Prime-detecting Sieves (2007) was published by Princeton University Press. He has also written a book Metric Number Theory (1998). As well, he has contributed to the field of Diophantine approximation. Harman also proved that there are infinitely many primes (additive primes) whose sum of digits is prime. (the sequence A046704 in the OEIS).

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  • Glyn Harman (born 2 November 1956) is a British mathematician working in analytic number theory. One of his major interests is prime number theory. He is best known for results on gaps between primes and the greatest prime factor of p + a, as well as his lower bound for the number of Carmichael numbers up to X. His monograph Prime-detecting Sieves (2007) was published by Princeton University Press. He has also written a book Metric Number Theory (1998). As well, he has contributed to the field of Diophantine approximation. Harman also proved that there are infinitely many primes (additive primes) whose sum of digits is prime. (the sequence A046704 in the OEIS). Harman retired at the end of 2013 from being a professor at Royal Holloway, University of London. Previously he was a professor at Cardiff University. Harman is married, and has three sons, and used to live in Wokingham, Berkshire before moving to Harrow, Middlesex/Greater London and then Uxbridge. (en)
  • グリン・ハーマン（Glyn Harman, 1956年11月2日 -）は、イギリスの数学者。専門は解析的整数論。 ロンドン大学卒業。ウェールズ大学で修士号、ロンドン大学でPhD取得。 (ja)
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  • グリン・ハーマン（Glyn Harman, 1956年11月2日 -）は、イギリスの数学者。専門は解析的整数論。 ロンドン大学卒業。ウェールズ大学で修士号、ロンドン大学でPhD取得。 (ja)
  • Glyn Harman (born 2 November 1956) is a British mathematician working in analytic number theory. One of his major interests is prime number theory. He is best known for results on gaps between primes and the greatest prime factor of p + a, as well as his lower bound for the number of Carmichael numbers up to X. His monograph Prime-detecting Sieves (2007) was published by Princeton University Press. He has also written a book Metric Number Theory (1998). As well, he has contributed to the field of Diophantine approximation. Harman also proved that there are infinitely many primes (additive primes) whose sum of digits is prime. (the sequence A046704 in the OEIS). (en)
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  • Glyn Harman (en)
  • グリン・ハーマン (ja)
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