Matt Blaze writes:
David Taylor writes:
I have come up with (and implemented) a version of triple DES for true paranoids, which I call dispersed DES. All I do is append four bytes to the beginning of the output files for each cycle of triple DES. It seems like this should provide even more security than triple DES, but I am no
It sounds like you have weakend 3-DES. Where do you get these 4 bytes? If they are fixed or deterministically generated, you will have made it possible for an attacker who can brute-force 1-DES (e.g., with a Weiner machine) to "peel off" each single DES key. Instead of a 112 (or 168) bit work factor (as with 3-DES), you'd end up with a 57 or 58 bit work factor. If you randomly generate the 4 bytes, you have to carefully evaluate your random number method. In any case it sounds like your mode is the weaker of 3-des and 1-des*(the complexity of your random bit generator).
One way to get the bytes, which involves passing the data through your system in several batches rather than once-through, is to take the last 4 bytes of the message and move them to the beginning, or vice versa. This avoids lengthening your message by a block each time (and avoids the need for high-quality random padding at the end), and the bytes are unlikely to be lower in randomness than the original plaintext, since they'll have been passed through DES once already. On the other hand, assuming you're using CBC, this means you either have to do _lots_ of extra bookkeeping, or else do the second and third encryptions on the CBC'd text rather than the original text, which Biham or Shamir showed was weaker.
Perhaps I don't understand how your scheme works. Also, what intuition makes you think that it's stronger than plain old 3-DES?
My intuitive feel about it is that it gains some strength because the 4-byte (half-block) offset introduces mixing between the blocks of data, and mixing is generally a Good Thing in cryptosystems. On the other hand, CBC also introduces mixing between blocks as well, and is far better studied, and doing stuff experts have studied is also a Good Thing. The mixing done by the 4-byte offset is all local; the data in a given block of input propagates at most two more blocks, while the mixing done by CBC allows each block to affect all blocks farther along in the message. There are also a variety of other ways to mix data between blocks, including Terry Ritter's various DES-packagings and some of the other block extension techniques discussed in Schneier. Bill # Bill Stewart AT&T Global Information Solutions, aka NCR Corp # 6870 Koll Center Parkway, Pleasanton CA, 94566 Phone 1-510-484-6204 fax-6399 # email bill.stewart@pleasantonca.ncr.com billstewart@attmail.com # ViaCrypt PGP Key IDs 384/C2AFCD 1024/9D6465