On 7 Jul 96 at 1:47, pgut001@cs.auckland.ac.nz wrote: [..]
I've run into a problem in writing a general-purpose n-byte input to m-byte output transformation function. What this does is take an arbitrary-length user key and transform it to a fixed-length encryption key (for example an entered passphrase into a 112-bit triple-DES key). The constraints on memory usage are:
- The input (user) key can't be altered (you can't change data passed in by the caller) - The user key can't be copied to an internal buffer (it can be of arbitrary length, and is sensitive material so shouldn't be copied elsewhere)
In other words there's no temporary storage available apart from what's provided in the output key. This is almost always a different length from the input key.
Some other constraints are:
- The transformation must be algorithm-independant (it shouldn't, for example, [..] - The transformation must be able to be iterated to make a password-guessing attack harder to perform.
Hmm. What about the following: Use a constant (non-weak) key for a cipher (perhaps the hash of the passphrase under certain circumstances?) For iteration-0, CFB (or some other feedback mode)-encrypt the passphrase from the input buffer to the output buffer (assuming the library doesn't require that the plaintext and ciphertext be in the same buffer) For following iterations, repeatedly CFB-encrypt the buffer, using a counter in data bytes. This method could use hash algorithms in MDC or Luby-Rackoff forms as well as block ciphers (and perhaps some stream ciphers). Another method might be to seed a PRNG similar to that used in PGP 2.x with the passphrase, have it stir the bytes a number of times, and then use the output as the key: randPoolAddBytes(passphrase, passlen); for(i=0;i<iterationCount;i++) randPoolStir(); randPoolGetBytes(key, keylen);
Here's my initial approach, if anyone has any comments to make on this or knows of a better way to do it, please let me know. [..] The first stage in the key hashing prepends the length of the string as a big-endian 16-bit count to the user key:
+------+-------------------------------------------------------+ |Length| User Key | +------+-------------------------------------------------------+
The aim of the hashing is to reduce this variable-length input string to a fixed-length key appropriate to the encryption algorithm being used. This is done by treating the user encryption keys as circular buffers and repeatedly hashing chunks of the user key and xoring the result into the output buffer. [..] Since the input to the hash function is much larger than its output, a significant amount of the user key affects each chunk of the encryption key. The size of each "chunk" is determined by the hash function being used. For example with the MD4 hash function, 64 bytes of user key affect each 16 bytes of encryption key. [..]
Questions: Are you using the previous chaining-variables/hash for each successive chunk? How do you pad passphrases that are smaller than the minimum input for a hash function? Rob. --- No-frills sig. Befriend my mail filter by sending a message with the subject "send help" Key-ID: 5D3F2E99 1996/04/22 wlkngowl@unix.asb.com (root@magneto) AB1F4831 1993/05/10 Deranged Mutant <wlkngowl@unix.asb.com> Send a message with the subject "send pgp-key" for a copy of my key.