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## RSA Public Key Cryptography AlgorithmPosted by: seminar class Created at: Saturday 04th of June 2011 12:26:20 AM Last Edited Or Replied at :Friday 12th of August 2011 01:33:08 PM | RSA Public Key Cryptography Algorithm ,
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b]2. Overview of Private Key Cryptography: In private-key cryptography, the sender and recipient agree beforehand on a secret private key. The plaintext is somehow combined with the key to create the ciphertext. The method of combination is such that, it is hoped, an adversary could not determine the meaning of the message without decrypting the message, for which he needs the key. The following diagram illustrates the encryption process: The following diagram illustrates the decryption process: To break a message encrypted with private-key cryptography, an adversary must either exploi.................. [:=> Show Contents <=:] | |||

## RSA Public Key Cryptography AlgorithmPosted by: seminar class Created at: Saturday 04th of June 2011 12:26:20 AM Last Edited Or Replied at :Friday 12th of August 2011 01:33:08 PM | RSA Public Key Cryptography Algorithm ,
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is very difficult to factor large numbers. The only known algorithms basically have to do a sort of
exhaustive search (Does 2 go in to? Does 3? 4? 5? 6? and so on). With numbers 128 bits long, such a
search requires performing as many tests as there are particles in the universe. For instance, someone wishing to receive encrypted messages can multiply two very large numbers together. She keeps the two original numbers a secret, but sends the product to anyone who wishes to send her a message. The encryption/decryption algorithm is based upon combining the public number with the plaintext. Be.................. [:=> Show Contents <=:] |

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