applied cryptography - protocols, algorithms, and source code in c

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Unformatted text preview: vide an industry standard interface for public-key cryptography. Traditionally, this sort of thing would be handled by ANSI, but, considering the current situation in cryptography politics, RSADSI figured that they had better do it on their own. Working with a variety of companies, they developed a series of standards. Some are compatible with other standards and some are not. These are not standards in the traditional sense of the word; no standards body convened and voted on PKCS. According to its own materials, RSADSI will “retain sole decision-making authority on what each standard is” and will “publish revised standards when appropriate” [803]. Even so, there is a lot of good stuff here. If you’re not sure what kind of syntax and data structures to use when programming public-key cryptography, these standards are probably as good as anything else you can come up with. And, since they’re not really standards, you can tailor them to suit your needs. Following is a short description of each PKCS (PKCS #2 and PKCS #4 have been incorporated into PKCS #1). PKCS #1 [1345] describes a method for RSA encryption and decryption, primarily for constructing the digital signatures and digital envelopes described in PKCS #7. For digital signatures, the message is hashed and then the hash is encrypted with the private key of the signer. Both message and hash are represented together as detailed in PKCS #7. For digital envelopes (encrypted messages), the message is first encrypted with a symmetric algorithm, and then the message key is encrypted with the public key of the recipient. The encrypted message and encrypted key are represented together according to the syntax of PKCS #7. Both of these methods are compatible with PEM standards. PKCS #1 also describes a syntax, identical to the syntax in X.509 and PEM, for RSA public and private keys and three signature algorithms—MD2 and RSA, MD4 and RSA, and MD5 and RSA—for signing certificates and the like. PKCS #3 [1346] describes a method for implementing Diffie-Hellman key exchange. PKCS #5 [1347] describes a method for encrypting...
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This note was uploaded on 10/18/2010 for the course MATH CS 301 taught by Professor Aliulger during the Fall '10 term at Koç University.

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