NODE 9ccdc94aRe: art-stego
jim@bilbo.suite.com (Jim Miller)Fri, 8 Mar 1996 01:48:47 +0800
Jonathan Rochkind wrote:
> So a good steganography algorithm (which I understand
> exists) merely changes the values of the noise so that it
> now encodes your (random) message. So there's no way to
> look for "suspicious
bit patterns"
>
You are assuming that the noise bits have the same statistical properties
as cyphertext. I would be very surprised if this were the case. It takes
special effort to achieve good random bit streams. Image scanners may do
this by accident, but then again, maybe they don't. This uncertainty is,
in my opinion, the fatal flaw in image-based steganography. The same
reasoning applies to audio-based steganography. Unless the devices were
specially designed to insert cryptagraphically useful bits in the output
(or, as Tim May suggested, good garbage bits are inserted later), then you
should not rely on the pictures or audio files to keep your messages
hidden.
As an alternative to trying to hide bits, I proposed not hiding them at
all, but instead creating an innocent reason for passing around files that
contain, in some way or another, obvious random bit streams. The first
idea that came to mind was to use the random bit streams to create pretty
fractal pictures. I soon realized that any function that produces pretty
pictures would do the trick as long as there was a way to recover the
random bit stream given only the picture and the function. Perhaps it
would be possible to use random bit streams to generate cool BioMorphs
(ala "The Blind Watchmaker").
If enough people start passing around pictures generated from meaningless
random bit streams, then other people could use this traffic to covertly
exchange pictures generated from meaningful random bit streams.
> if they can manage to get a cleartext message out of it,
> plausible deniability is unlikely to get you far.
>
You could always claim you didn't know it was there, that you just
downloaded the picture out of curiosity. It might help, depending on what
country you live in.
Tim May wrote:
> Just bear in mind that this form of steganography is
> getting further away from conventional hiding, and
> into "pure plausible deniability." In fact, one need
> not even make a serious attempt to hide the encrypted
> bits: just call the encrypted file "art" and be done with
> it!
>
Come to think of it, if the picture files were larger than the random bit
streams, people very well might send just the random bit streams.
"Hey Bob, take a look at the picture this creates when you feed it to the
XYZ function (coefficient values A, B, and C)."
Jim_Miller@suite.com
P.S. In case anyone is wondering, the reason there is a large delay
between a post from me and a reply from me is that I'm not actually on the
mailing list. I read the messages by pointing my news reading at
nntp.hks.net
NODE 56f22bd3Signature
"Charles Choi (SAR)" <choi@virtu.sar.usf.edu>Wed, 6 Mar 1996 11:55:51 +0800
Delurking beginner...
1) Is it possible to base a privacy key ( e.g. PGP ) on a fractal
equation, instead of an algorithm based on two primes?
This would allow for an eternal level of complexity due
to infinite field of depth one can find as one 'zooms in'
closer ( correct me because I'm wrong; I'm not a math major,
although increasingly I wish I was... ), allowing for near
unbreakable privacy of information.
2) It is dead certain that our governments will want at their disposal
a decrypt program to crack into data containing information
possibly related to crimes ( or what not ). Perhaps access
to this program can somehow be leased out like a search warrant
by a judge, which at least means a check and balance, and any
unauthorized use of the program ( perhaps when it cracks into
encryptext [ what I call ciphertext, as opposed to uncryptext,
or plaintext ;) ] it leaves a very characteristic signature, or
cracking into the database that contains the program is near
impossible; maybe it's not physically connected to the
Internet until the warrant is granted ) results in punishment,
of course.
Back to lurking...
Sincerely.
Quentin Holte.
( aka Charles Choi. )
You are all the Buddha.
- Last words
of Buddha.
If you see the Buddha,
kill him.
- Zen proverb.
NODE 3d0eee92Re: Signature
"Mark M." <markm@voicenet.com>Thu, 7 Mar 1996 14:52:10 +0800
-----BEGIN PGP SIGNED MESSAGE-----
On Tue, 5 Mar 1996, Charles Choi (SAR) wrote:
> 1) Is it possible to base a privacy key ( e.g. PGP ) on a fractal
> equation, instead of an algorithm based on two primes?
> This would allow for an eternal level of complexity due
> to infinite field of depth one can find as one 'zooms in'
> closer ( correct me because I'm wrong; I'm not a math major,
> although increasingly I wish I was... ), allowing for near
> unbreakable privacy of information.
The fact that the private key is based on fractals rather than prime numbers
really doesn't make a difference. Fractals are not random, and do in fact,
have a pattern. The Mandelbrot Set, for instance, can be expressed in a
few bytes of information even though it is infinitely complex. Therefore,
the fractal has extremely low entropy making it a bad choice from which to
obtain random data.
- --Mark
=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=
markm@voicenet.com | finger -l for PGP key 0xf9b22ba5
http://www.voicenet.com/~markm/ | bd24d08e3cbb53472054fa56002258d5
"The concept of normalcy is just a conspiracy of the majority" -me
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NODE d74c728aSignature 2
"Charles Choi (SAR)" <choi@virtu.sar.usf.edu>Wed, 6 Mar 1996 11:59:30 +0800
Decloaking...
Assumption 1 : a privacy key can become uncrackable.
Assumption 2 : an individual signature can become immune to fraud.
Posit : fuse the two together so that pseudonyms/aliases/online names ensure
complete privacy, but ensure that you talk to the same person
everytime.
Probably proposed already.
Cloaking...
Sincerely.
Quentin Holte.
( aka Charles Choi. )
You are all the Buddha.
- Last words
of Buddha.
If you see the Buddha,
kill him.
- Zen proverb.
NODE 5d309697Re: Signature 2
Derek Atkins <warlord@MIT.EDU>Thu, 7 Mar 1996 16:06:43 +0800
Hi,
> Assumption 1 : a privacy key can become uncrackable.
> Assumption 2 : an individual signature can become immune to fraud.
> Posit : fuse the two together so that pseudonyms/aliases/online names ensure
> complete privacy, but ensure that you talk to the same person
> everytime.
> Probably proposed already.
Unforutnately both of your assumptions are wrong. A key cannot be
100% uncrackable, and a signature cannot be 100% immune to fraud.
With electronic security, there is always a chance that a key can be
cracked or a signature forged. The question is how hard is it to
crack the key or forge the signature? You need to balance the
security with the price.
For example, a 1024-bit RSA key cannot be cracked, today, in a
reasonable amount of time. However it is unclear how long that will
last. Look at RSA-129; in 1977 Ron Rivest said it would take 40
quadrillion years to break the key. In 1993-4 it took 8 months (5000
MIPS-years).
A key has a limited size, therefore it is theoretically possible to
try every single key (this is called brute-force). Therefore it is
impossible to have 100% uncrackable keys. Singatures have the same
problem.
Enjoy!
-derek