Mercurial > octave-antonio
diff scripts/statistics/distributions/cauchy_pdf.m @ 19833:9fc020886ae9
maint: Clean up m-files to follow Octave coding conventions.
Try to trim long lines to < 80 chars.
Use '##' for single line comments.
Use '(...)' around tests for if/elseif/switch/while.
Abut cell indexing operator '{' next to variable.
Abut array indexing operator '(' next to variable.
Use space between negation operator '!' and following expression.
Use two newlines between endfunction and start of %!test or %!demo code.
Remove unnecessary parens grouping between short-circuit operators.
Remove stray extra spaces (typos) between variables and assignment operators.
Remove stray extra spaces from ends of lines.
| author | Rik <rik@octave.org> |
|---|---|
| date | Mon, 23 Feb 2015 14:54:39 -0800 |
| parents | 4197fc428c7d |
| children |
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--- a/scripts/statistics/distributions/cauchy_pdf.m Mon Feb 23 16:42:25 2015 +0000 +++ b/scripts/statistics/distributions/cauchy_pdf.m Mon Feb 23 14:54:39 2015 -0800 @@ -35,7 +35,7 @@ print_usage (); endif - if (!isscalar (location) || !isscalar (scale)) + if (! isscalar (location) || ! isscalar (scale)) [retval, x, location, scale] = common_size (x, location, scale); if (retval > 0) error ("cauchy_pdf: X, LOCATION, and SCALE must be of common size or scalars"); @@ -52,7 +52,7 @@ pdf = NaN (size (x)); endif - k = !isinf (location) & (scale > 0) & (scale < Inf); + k = ! isinf (location) & (scale > 0) & (scale < Inf); if (isscalar (location) && isscalar (scale)) pdf = ((1 ./ (1 + ((x - location) / scale) .^ 2)) / pi / scale); @@ -74,17 +74,17 @@ %!assert (cauchy_pdf (x, 1, 2*[0 1 NaN 1 Inf]), [NaN y(2) NaN y(4) NaN]) %!assert (cauchy_pdf ([x, NaN], 1, 2), [y, NaN]) -%% Test class of input preserved +## Test class of input preserved %!assert (cauchy_pdf (single ([x, NaN]), 1, 2), single ([y, NaN]), eps ("single")) %!assert (cauchy_pdf ([x, NaN], single (1), 2), single ([y, NaN]), eps ("single")) %!assert (cauchy_pdf ([x, NaN], 1, single (2)), single ([y, NaN]), eps ("single")) -%% Cauchy (0,1) == Student's T distribution with 1 DOF +## Cauchy (0,1) == Student's T distribution with 1 DOF %!test %! x = rand (10, 1); %! assert (cauchy_pdf (x, 0, 1), tpdf (x, 1), eps); -%% Test input validation +## Test input validation %!error cauchy_pdf () %!error cauchy_pdf (1,2) %!error cauchy_pdf (1,2,3,4)