Glyn Harman (born 2 November 1956) is a British mathematician working in analytic number theory.[1] 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.[2] Harman also proved that there are infinitely many primes (additive primes) whose sum of digits is prime. (the sequence A046704 in the OEIS).[3]
Harman retired at the end of 2013 from being a professor at Royal Holloway, University of London.[1] Previously he was a professor at Cardiff University.
Harman is married, and has three sons,[1] and used to live in Wokingham, Berkshire before moving to Harrow, Middlesex/Greater London and then Uxbridge.
References
- ^ a b c "Professor Glyn Harman | Department Of Mathematics, Royal Holloway, University of London". ma.rhul.ac.uk. 2013. Retrieved 26 October 2013.
- ^ "Glyn Harman - Publications - Research - Royal Holloway, University of London". pure.rhul.ac.uk. 2013. Retrieved 26 October 2013.
- ^ The OEIS additive primes
External links
- Home page of Glyn Harman
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This page was last edited on 6 October 2022, at 14:13