'Whitfield diffie martin hellman' diaporamas de présentation

Public Key Cryptography

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Diffie-Hellman

Secure Key Exchange 1976. Diffie-Hellman. Whitfield Diffie Martin Hellman. Alice & Bob. Agree on 2 numbers n and g g is primitive relative mod (n) For each x < n, there is an a such that g a = x mod (n) These do not have to kept secret. Alice.

335 views • 9 slides

Diffie-Hellman

Secure Key Exchange 1976. Diffie-Hellman. Whitfield Diffie Martin Hellman. Alice & Bob. Agree on 2 numbers n and g g is primitive relative mod (n) For each x < n, there is an a such that g a = x mod (n) These do not have to kept secret. Alice.

397 views • 9 slides