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Re: Nortel CES (3DES version) offers false sense of securitywhen

daemon@ATHENA.MIT.EDU (Valdis Kletnieks)
Wed Feb 28 10:53:14 2001

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Message-ID:  <200102281436.f1SEaRe22681@foo-bar-baz.cc.vt.edu>
Date:         Wed, 28 Feb 2001 09:36:27 -0500
Reply-To: Valdis.Kletnieks@VT.EDU
From: Valdis Kletnieks <Valdis.Kletnieks@VT.EDU>
X-To:         Rogier Wolff <R.E.Wolff@BITWIZARD.NL>
To: BUGTRAQ@SECURITYFOCUS.COM
In-Reply-To:  Your message of "Tue, 27 Feb 2001 23:38:13 +0100." 
              <200102272238.XAA24442@cave.bitwizard.nl>

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On Tue, 27 Feb 2001 23:38:13 +0100, Rogier Wolff <R.E.Wolff@BITWIZARD.NL>  said:

> Still, I remember that using triple-DES with three keys only had a
> complexity on the order of 2^112. No matter what you tried.
>
> Sure you can design super-duper-crypto scheme that uses a gigantic
> key, but as long as the resulting crypto only has 2^56 complexity to
> break, it doesn't have any real advantages over, say, DES.
>
> Anyway, I can't quickly find any hard online references to back this
> up.

I seem to remember Schneier's "Applied Cryptography" discussing this.  In any
case, the reason that triple-DES is limited to an *effective* 112 bits
of key is that DES is a "group".  To sum up multiple pages of math, this
ends up meaning that although there may be 168 bits of keying material,
there's "duplicate" keys (instead of 2^168 different keys, you actually
have 2^112 groups of 2^56 equivalent keys).
--
				Valdis Kletnieks
				Operating Systems Analyst
				Virginia Tech


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