Re: Irregular review procedures for IACR sponsored conferences
- From: Bodo Moeller <bmoeller@xxxxxxx>
- Date: 22 Nov 2006 12:46:00 GMT
Kristian Gjøsteen <kristiag+news@xxxxxxxxxxxx>:
The second says that if you apply the map to an arbitrary but sufficiently
long string, substrings of the image are uniformly distributed. This
can obviously not be true, since the map is a bijection and there must
be a string that maps to the all-zeros string.
This appears to be a misunderstanding. The theorem is not about
looking at different substrings of a fixed output, as you seem to
assume. Instead, we have to consider the output as a random variable,
and look at the substring found at a fixed position within this
output.
(The theorem still can't be true as claimed. If the input has a
biased distribution, then an appropriate post-processing algorithm can
achieve close-to-uniform distribution for such substrings, but in
general not a perfectly uniform distribution because in general the
input probability space may not have a partition into events of the
appropriate probability.)
.
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