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[quoting order repaired manually -dM]
>> [...] CS2-128 cipher is a 128-bit block cipher with a 128 bit key.
>> This cipher is [...] provably just as secure as AES-128.
> Really? How does one go about proving the security of a block
> cipher?
Proving it just as secure as another cipher is very different from
proving its security in any kind of absolute sense.
If I wanted to prove two ciphers to be of equivalent security ("just as
secure as"), I would try to find a way to use a break of either to
break the other (with sufficiently trivial transformation cost, of
course). If I show that any break of CS2-128 can be trivially used to
break AES-128, then I have shown that CS2-128 is at least as secure
than AES-128; if I do the same in the other direction too, I have shown
that it is just as secure.
> My understanding is that you, and others, perform attacks against it,
> and see how it holds up.
That is how to probe its security in absolute terms; it cannot prove
anything in the mathematical sense that is apparently being used here.
(Well, okay, it _can_ prove that a cipher is *in*secure.) "Provably
just as secure as" has little to nothing to do with the kind of
demonstration of security derived from withstanding skilled attacks.
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