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...s hard in the worst case. A well-known example is the moduli used in the [[RSA algorithm]] for [[public key cryptography]]; an RSA modulus is a product of two prime

* The [[RSA algorithm]] for [[public key]] cryptography, from [[Ron Rivest]], [[Adi Shamir]] and

on the [[RSA algorithm]] for [[public key]] cryptography.

| date = Nov. 1976}} pages = 644-654</ref> and the public release of the [[RSA algorithm]]. Since then, cryptography has become a widely used tool in communications

* The [[RSA algorithm]] (named for its inventors: Rivest, Shamir and Adleman) is a very widely us * PGP and FreeS/WAN used slightly different variants of the RSA algorithm ([[RSA algorithm#Implementation_differences |explanation]]), so some signature verifications

For example generating [[RSA algorithm|RSA]] keys requires large random primes, [[Diffie-Hellman]] key agreement r Any public key technique can provide digital signatures. The [[RSA algorithm]] is widely used, as is the US government standard [[Digital Signature Algo

...their security from the difficulty of a mathematical problem &mdash; the [[RSA algorithm]] from [[integer factorisation]], the [[Diffie-Hellman]] protocol from the }}</ref> defeat [[RSA algorithm|RSA]] and other [[public key]] systems.

...their security from the difficulty of a mathematical problem &mdash; the [[RSA algorithm]] from [[integer factorisation]], the [[Diffie-Hellman]] protocol from the }}</ref> defeat [[RSA algorithm|RSA]] and other [[public key]] systems.

...public key]] operation as a block cipher. For example, one might use the [[RSA algorithm]] with 1024-bit keys as a block cipher with 1024-bit blocks. Since the roun

Adam Back wrote a version of the RSA algorithm for public key cryptography in three lines of Perl <ref>{{citation