Matthias99
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- Oct 7, 2003
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Originally posted by: dnuggett
Originally posted by: eigen
Originally posted by: dnuggett
I know someone who worked for the NSA, and while they can do a lot of stuff, they can't backdoor their way into mathematically secure encryption algorithms.
They sure can. Most algorithms aren't built from scratch and follow certain predictability. They re-create advanced algorithms everyday.
Can you elaborate, as your post makes no sense.. What do you mean by follow certain predictability. Do you mean that the algorithmn is known, of course it is, all secrecy lies in the key. Do you mean that ciphers are built around the principles of diffusion and dependncy on the key. so what it falls back to the key. Of course the stucture of the cipher does lend itself to attacks (linear and differential cryptananalysis increasing along with ellipitic and linear/equation solving attacks) bu that is the nature of the game. In saying that the NSA can just go around breaking ciphers implies that the NSA can go around solving NP-complete problems at will. They may be able to but you certainly don't know that.
No, I cannot elaborate.
IE, you're talking out of your ass.
Unless they've got polynomial-time solutions to several NP-hard problems (and possibly the NP-complete set as well), they cannot find a truly randomly selected key -- let alone deduce an unknown encryption algorithm -- without quite a bit of effort. There are certainly ways to attack most (if not all) known encryption schemes, but the implication that they have a "back door" into, say, the RSA encryption algorithm, is ludicrous.