- M6 (cipher)
Infobox block cipher
name = M6
designers = Hitachi
publish date = 1997
derived from =
derived to = M8
related to =
key size = 40-64 bits
block size = 64 bits
structure = Feistel network
rounds = 10
cryptanalysis =Mod n cryptanalysis : 1 known plaintext allows to recover the key with about 235 trial encryptions; "a few dozen" known plaintexts reduces this to about 231Incryptography , M6 is ablock cipher proposed by Hitachi in 1997 for use in the IEEE 1394FireWire standard. The design allows some freedom in choosing a few of the cipher's operations, so M6 is considered a family of ciphers.The algorithm operates on blocks of 64 bits using a 10-round Feistel networkstructure. The
key size is 40 bits by default, but can be up to 64 bits. Thekey schedule is very simple, producing two 32-bit subkeys: the high 32 bits of the key, and the sum mod 232 of this and the low 32 bits.Because its round function is based on rotation and addition, M6 was one of the first ciphersattacked by
mod n cryptanalysis . Mod 5, about 100 known plaintexts suffice to distinguish the output from apseudorandom permutation . Mod 257, information about the secret key itself is revealed. One known plaintext reduces the complexity of abrute force attack to about 235 trial encryptions; "a few dozen" known plaintexts lowers this number to about 231. Due to its simple key schedule, M6 is also vulnerable to aslide attack , which requires more known plaintext but less computation.References
* cite conference
author = John Kelsey,Bruce Schneier ,David Wagner
title = Mod n Cryptanalysis, with Applications Against RC5P and M6
booktitle = 6th International Workshop onFast Software Encryption (FSE '99)
pages = pp.139–155
publisher =Springer-Verlag
date = March 1999
location =Rome
url = http://www.schneier.com/paper-mod3.html
format =PDF /PostScript
accessdate = 2007-01-25
* cite paper
author = David Wagner,Alex Biryukov
title = Slide Attacks
date = 1999
url = http://www.cs.berkeley.edu/~daw/papers/slide-fse99-pre.ps
format = PostScript
accessdate = 2007-01-25
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