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A WWW Based Computing Project Undertaken at NPAC - RSA Factoring
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In the RSA public key cryptosystem the secret key can be derived from the public key,
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If one is able to find the factorisation of a number that is part of the public key. Thus, the security of RSA depends on the difficulty of factoring.
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Since factoring large numbers is believed to be hard - RSA is believed to be secure.
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RSA interested in factoring to be able to evaluate the security of RSA implementations: how large should the numbers so that RSA becomes impossible to break?
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