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Re: gamma_inc for octave


From: OYEDAPO OLUFEMI
Subject: Re: gamma_inc for octave
Date: Thu, 10 Jan 2013 11:44:51 +0100
User-agent: Roundcube Webmail/0.5.3

Thank you so much. The gamma_inc function is fine. All i did was just to install the gsl package for octave. Thanks a million.

 

James

On Wed, 09 Jan 2013 09:27:34 -0700, Alexander Hansen wrote:

On 1/9/13 9:20 AM, James Sherman Jr. wrote:
On Wed, Jan 9, 2013 at 10:49 AM, OYEDAPO OLUFEMI <address@hidden> wrote:
Hi, Can anyone help me with how to use the upper bound incomplete gamma function "gamma_inc(..)"?. I want to use this function in octave, but it says its not defined. I have installed GSL yet i couldn't get it worked. Any suggestion? J _______________________________________________ Help-octave mailing list address@hidden https://mailman.cae.wisc.edu/listinfo/help-octave
Unless it is just a typo in your email, I think the function you're looking for is "gammainc", no underscore in the function name. At least in my octave installation (3.6.0), I get, when looking for the gammainc function: octave:1> help gammainc `gammainc' is a function from the file D:\Octave\Octave3.6.0_gcc4.6.2\lib\octave \3.6.0\oct\i686-pc-mingw32\gammainc.oct -- Mapping Function: gammainc (X, A) -- Mapping Function: gammainc (X, A, "lower") -- Mapping Function: gammainc (X, A, "upper") Compute the normalized incomplete gamma function, Hope this helps, James Sherman _______________________________________________ Help-octave mailing list address@hidden https://mailman.cae.wisc.edu/listinfo/help-octave
There's a gamma_inc in the gsl package from Octave Forge:

octave:1> help gamma_inc
`gamma_inc' is a function from the file
/sw/lib/octave/3.6.3/packages/gsl-1.0.8/x86_64-apple-darwin-api-v48+/gsl_sf.oct

 -- Loadable Function: Z = gamma_inc (X, Y)
 -- Loadable Function: [Z, ERR] = gamma_inc (...)
     These functions compute the incomplete Gamma Function the
     normalization factor included in the previously defined functions:
     \Gamma(a,x) = \int_x\infty dt t^{a-1} \exp(-t) for a real and x >=
     0.

     ERR contains an estimate of the absolute error in the value Z.

     This function is from the GNU Scientific Library, see
     `http://www.gnu.org/software/gsl/' for documentation.

Is the gsl package loaded?
 

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