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Right, it sounds like the same approach I alluded to, except I didn't
use a salt -- I just used a fast pseudon random number generator to
make the IV less structured than using the block number directly.
I did some experiments with a used disk and found that if you use the
block number directly f
> You could encrypt twice (CBC in each direction or something), but that
> will again slow you down by a factor of 2.
You can't easily get away with storing the IV as multiple parts of the IO
pipe like to see blocks in 2^n form.
The approach I take in Rubberhose is to calculate the IV from a
ve
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> which is encrypted disk drives. You could encrypt each block of the disk
> with a block cypher using the same key (presumably in CBC or some similar
> mode),
> but that just feels weak. So you need some kind of generator of
> pretty-random-looking keys so that each block of the disk gets a di
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On Fri, Apr 26, 2002 at 11:48:11AM -0700, Joseph Ashwood wrote:
> From: "Bill Stewart" <[EMAIL PROTECTED]>
> > I've been thinking about a somewhat different but related problem lately,
> > which is encrypted disk drives. You could encrypt each block of the disk
> > with a block cypher using the s
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- Original Message -
From: "Bill Stewart" <[EMAIL PROTECTED]>
> I've been thinking about a somewhat different but related problem lately,
> which is encrypted disk drives. You could encrypt each block of the disk
> with a block cypher using the same key (presumably in CBC or some similar
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