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integer factorization problem |
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| This infers that as long as integer factorization remains difficult to perform, these public key algorithms would remain secure. a) RSA -- Rivest Shamir Adleman -- security technique employing integer factorization with the advantage of operating two keys: a public one which can be made freely available and a private one known only to the card holder. c) RSA -- Rivest Shamir Adleman -- security technique employing integer factorization with the advantage of operating two keys, a public one which can be made freely available and a private one known only to the card holder. |
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