Provided by: dbacl_1.12-2.1_amd64 bug

NAME

       hypex - computes the Chernoff exponent between two simple categories.

SYNOPSIS

       hypex [-hH size] [-s stepsize] CATDUMP1 CATDUMP2

       hmine -V

DESCRIPTION

       hypex  reads  two  category dumps produced by dbacl(1) after learning.  A category dump is
       obtained using the -d and -l switches, and is a  textual  representation  of  the  feature
       weights which exist in the binary category files.

       Given two such category dumps for simple unigram categories, hypex calculates the Kullback
       Leibler divergence between the  probability  models,  and  prints  out  exponential  error
       exponents for Neyman-Pearson hypothesis tests under a range of threshold values. See Cover
       and Thomas (1991) Elements of Information Theory, Chap. 12.

       Note that only simple categories are supported, and the  output  only  makes  sense  under
       appropriate theoretical conditions. This is a very specialized calculator.

EXIT STATUS

       hypex returns 0 on success, 1 if an error occurs.

OPTIONS

       -h

       -H     Same as dbacl(1). Selects the hash sizes in powers of two.

       -s     Stepsize  for  the  threshold.  hypex outputs exponents for different values of the
              threshold, within an interval bounded by the Kullback Leibler  divergences  between
              the categories.

       -V     Print the program version number and exit.

SOURCE

       The  source  code  for  the  latest  version of this program is available at the following
       locations:

       http://www.lbreyer.com/gpl.html
       http://dbacl.sourceforge.net

BUGS

       Doesn't work with complex categories,  and  theoretical  assumptions  are  unrealistic  in
       practice.

AUTHOR

       Laird A. Breyer <laird@lbreyer.com>

SEE ALSO

       dbacl(1), mailcross(1), mailfoot(1), mailinspect(1), mailtoe(1), regex(7)