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The era of modern cryptographic theory started with [[Claude Shannon]], arguably the father of mathematical cryptography. In [[1949]] he published the paper [http://www3.edgenet.net/dcowley/docs.html Communication Theory of Secrecy Systems] in the Bell System Technical Journal and a little later the book, Mathematical Theory of Communication, with Warren Weaver. These, in addition to his other works on [[information theory|information and communication theory]] established a strong theoretical basis for cryptography.
[[1976]] saw two major public (ie, non-secret!) advances. First was the [[DES]] (Data Encryption Standard) developed by [[IBM]], with 'advice' and modification
Secondly, and even more importantly, was the publication of the paper [http://citeseer.nj.nec.com/340126.html New Directions in Cryptography] by [[Whitfield Diffie]] and [[Martin Hellman]]. This paper introduced a radically new method of distributing cryptographic keys, known as asymmetric key cryptography. This essentially solved one of the fundamental problems of cryptography, key distribution.
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=== Public key / private key encryption algorithms (aka [[asymmetric key algorithm]]s) ===
* [[RSA]]▼
* El Gamal▼
* [[Diffie-Hellman]]
▲* [[El Gamal]]
* [[Elliptic curve cryptography]]
* [[PGP]]
▲* [[RSA]]
=== Secret key algorithms (aka [[symmetric key algorithm]]s) ===
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