RE: Encryption question
From: Burton M. Strauss III (BStrauss_at_acm.org)
Date: 02/25/04
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To: "Preston, Tony" <Tony.Preston@acs-inc.com>, <security-basics@securityfocus.com> Date: Wed, 25 Feb 2004 15:09:56 -0600
Because there's no simple transformation between keys. Instead, the simple
transforms are from some unknown shared item.
So private key=f(x)
public key=g(x)
which are easy,
But the invert functions f'() and g'() are hard.
Usually x is the product of two large prime numbers, so factoring it is the
hard task. It turns out to be much easier to test if a number is prime than
to determine it's factoring.
-----Burton
> -----Original Message-----
> From: Preston, Tony [mailto:Tony.Preston@acs-inc.com]
> Sent: Tuesday, February 24, 2004 1:01 PM
> To: security-basics@securityfocus.com
> Subject: Encryption question
>
>
>
>
> Tony Preston
> Systems Engineer, AS&T Inc.
> Division of L3 Corporation
> (609) 485-0205 x 181
>
> I have what is a rather basic question... I probably am missing something
> so I thought I would ask here.
>
> Alice and Bob both have a public and private key.
>
> Alice encrypts her email to Bob using his public key. Sends the email and
> Bob decrypts it using his keys..
>
> Since both Bob and Alice's public keys are known, Why can't I take Alice's
> public key and create a key pair using any other private key. Now, I fake
> an electronic signature from Alice using the pair I created and
> send a bogus
> encrypted message to Bob with my "fake" Alice signature. Bob checks the
> signature by using the public key and it is valid. Bob assumes
> the message
> is from Alice...
>
> What prevents me from spoofing someone's electronic signature this way?
>
>
>
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