Re: RSA algorithm
From: lakis (lakis2000_at_hotmail.com)
Date: 07/06/03
- Next message: lakis: "Re: RSA"
- Previous message: lakis: "Re: RSA imperfection"
- In reply to: Michael Amling: "Re: RSA algorithm"
- Next in thread: Spamless: "Re: RSA algorithm"
- Messages sorted by: [ date ] [ thread ] [ subject ] [ author ] [ attachment ]
Date: 6 Jul 2003 09:57:33 -0700
Michael Amling <nospam@nospam.com> wrote in message news:<3F083405.1050900@nospam.com>...
> vicky wrote:
> > Any idea?
> >
> > Suppose that the public key of RSA is (n,e) and C=M^e (mod n). An
> > algorithm A can invert 1% of the inputs in form y=M^e (mod n). Prove
> > that using algorithm A we can invert every input with high
> > probability.
> > Thank you :)
>
> Are you doing lakis's homework?
>
> --Mike Amling
I saw this exercise in the introduction to algorithms (about rsa) and
i couldn't find any solution. Since i'm practicing in these things,
trying to solve a series of exercises, some help could be useful. I
don't ask for the exact solution but an idea to work on...
Besides we have finished lessons and it's summer! :)
- Next message: lakis: "Re: RSA"
- Previous message: lakis: "Re: RSA imperfection"
- In reply to: Michael Amling: "Re: RSA algorithm"
- Next in thread: Spamless: "Re: RSA algorithm"
- Messages sorted by: [ date ] [ thread ] [ subject ] [ author ] [ attachment ]
Relevant Pages
|