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  1. Bailey Whitfield 'Whit' Diffie ( Washington, D.C., 5 de junho de 1944) é um matemático e criptógrafo estadunidense . Pioneiro em criptografia de chave pública. [ 1] Formado pelo Instituto de Tecnologia de Massachusetts (MIT) e entusiasta da contracultura, ele se interessava muito pela criptografia. Junto com Martin Hellman criou o conceito ...

  2. 4 de mar. de 2016 · Whitfield Diffie (ziquierda) y Martin E. Hellman. La Asociación para la Maquinaria Computacional (ACM, en sus siglas en inglés) ha desvelado los ganadores del premio Turing de 2015.El galardón ...

  3. 1 de mar. de 2016 · Stanford cyber-security innovators Whitfield Diffie and Martin Hellman, who brought cryptography from the shadowy realm of classified espionage into the public space and created a major breakthrough that enabled modern e-commerce and secure communications over the Internet, are being honored with the Association for Computing Machinery's 2015 A.M. Turing Award.

  4. 5 de may. de 2016 · "Cryptology and Security: the view from 2016" - Whitfield Diffie, ACM 2015 Turing AwardAbout the talk:On the face of it, the cryptographers have solved their...

    • 77 min
    • 10.6K
    • Stanford Online
  5. No fue hasta 1976 que los algoritmos de clave pública surgieron en la esfera pública, cuando Whitfield Diffie y Martin Hellman publicaron su artículo, New Directions in Cryptography. La colaboración describió los mecanismos detrás de un nuevo sistema, que se conocería como el intercambio de claves Diffie-Hellman .

  6. 7 de may. de 2024 · Honorary Fellow, Gonville and Caius College, Cambridge. Whitfield Diffie is best known for pioneering public-key cryptography in the early 1970s. Before his 1976 paper New Directions in Cryptography, written with Martin Hellman, encryption technology was primarily the domain of governments. Public-key cryptography and the Diffie-Hellman key ...

  7. Whitfield Diffie, Melville Klein, Michael L. Dertouzos, Andrew Gleason, Dean Smith: National Security and Commercial Security: Division of Responsibility. CRYPTO 1981 : 154-156