Mercurial > octave-nkf
comparison scripts/statistics/base/kendall.m @ 10793:be55736a0783
Grammarcheck the documentation from m-files.
author | Rik <octave@nomad.inbox5.com> |
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date | Sun, 18 Jul 2010 20:35:16 -0700 |
parents | f0c3d3fc4903 |
children | 693e22af08ae |
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10792:91342260063e | 10793:be55736a0783 |
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28 ## @code{kendall (@var{x})} is equivalent to @code{kendall (@var{x}, | 28 ## @code{kendall (@var{x})} is equivalent to @code{kendall (@var{x}, |
29 ## @var{x})}. | 29 ## @var{x})}. |
30 ## | 30 ## |
31 ## For two data vectors @var{x}, @var{y} of common length @var{n}, | 31 ## For two data vectors @var{x}, @var{y} of common length @var{n}, |
32 ## Kendall's @var{tau} is the correlation of the signs of all rank | 32 ## Kendall's @var{tau} is the correlation of the signs of all rank |
33 ## differences of @var{x} and @var{y}; i.e., if both @var{x} and | 33 ## differences of @var{x} and @var{y}; i.e., if both @var{x} and |
34 ## @var{y} have distinct entries, then | 34 ## @var{y} have distinct entries, then |
35 ## | 35 ## |
36 ## @tex | 36 ## @tex |
37 ## $$ \tau = {1 \over n(n-1)} \sum_{i,j} {\rm sign}(q_i-q_j) {\rm sign}(r_i-r_j) $$ | 37 ## $$ \tau = {1 \over n(n-1)} \sum_{i,j} {\rm sign}(q_i-q_j) {\rm sign}(r_i-r_j) $$ |
38 ## @end tex | 38 ## @end tex |