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About: Paul Leyland

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Paul Leyland is a British number theorist who has studied integer factorization and primality testing. He has contributed to the factorization of RSA-129, RSA-140, and RSA-155, as well as potential factorial primes as large as 400! + 1. He has also studied Cunningham numbers, Cullen numbers, Woodall numbers, etc., and numbers of the form , which are now called Leyland numbers. He was involved with the NFSNet project to use distributed computing on the Internet from 2005 to 2008.

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  • Paul Leyland is a British number theorist who has studied integer factorization and primality testing. He has contributed to the factorization of RSA-129, RSA-140, and RSA-155, as well as potential factorial primes as large as 400! + 1. He has also studied Cunningham numbers, Cullen numbers, Woodall numbers, etc., and numbers of the form , which are now called Leyland numbers. He was involved with the NFSNet project to use distributed computing on the Internet from 2005 to 2008. (en)
  • Paul Leyland é um matemático britânico com notáveis contribuições à área de teoria dos números, Sequências numéricas, tendo estudado testes de primalidade.Contribuiu para definir a decomposição em fatores primos de números como . Também estudou os e números de Woodall, e números da forma ,chamados de Números de Leyland em sua homenagem. (pt)
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  • Paul Leyland is a British number theorist who has studied integer factorization and primality testing. He has contributed to the factorization of RSA-129, RSA-140, and RSA-155, as well as potential factorial primes as large as 400! + 1. He has also studied Cunningham numbers, Cullen numbers, Woodall numbers, etc., and numbers of the form , which are now called Leyland numbers. He was involved with the NFSNet project to use distributed computing on the Internet from 2005 to 2008. (en)
  • Paul Leyland é um matemático britânico com notáveis contribuições à área de teoria dos números, Sequências numéricas, tendo estudado testes de primalidade.Contribuiu para definir a decomposição em fatores primos de números como . Também estudou os e números de Woodall, e números da forma ,chamados de Números de Leyland em sua homenagem. (pt)
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  • Paul Leyland (es)
  • Paul Leyland (en)
  • Paul Leyland (pt)
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