in finite-limits vs highly skewed alphabets

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A complete search of the internet has found these results:

in finite-limits is the most popular phrase on the web.

Some examples from the web:

Nov 26, 2014 ... Further up the line, a geometric theory is roughly a theory which can be formulated in that fragment of first-order logic that deals in finite limits ...
Define the subspace of finite measure. ),(. ),(. ),(. 2. 2. TT. WTTL. TTQ. +−. +−. =+−. I . Since nondecreasing integrable )( ty at infinity in finite limits of integration as ...
Jul 15, 2003 ... 1/ ( ) is taken in finite limits. This approach was thor- oughly analyzed by Marsiglio et al.4. In this paper, we analyze whether there exists an ...
In/finite Limits, MFA Thesis Exhibition, Hoyt L. Sherman Studio Art Center, Ohio State University, Columbus, Ohio, 2002. Four Recent Works, Space 126, ...

Some examples from the web:

for adaptive coding, or when dealing with highly skewed alphabets that cannot be rede ned, arithmetic coding may well be the better of the two. However, when ...
It works well for highly skewed alphabets (which may be expected to compress well) but is much less efficient for more uniform distributions of symbol frequency.
May 28, 1993 ... It works well for highly skewed alphabets (which may be expected to compress well) but is much less efficient for more uniform distributions of ...
for adaptive coding, or when dealing with highly skewed alphabets that cannot be. rede ned, arithmetic coding may well be the better of the two. However, when ...

Answer 1

More popular!

in finite-limits

84 results on the web

Answer 2

4 results on the web