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Re: deprecated functions
From: |
Jaroslav Hajek |
Subject: |
Re: deprecated functions |
Date: |
Fri, 27 Feb 2009 21:35:22 +0100 |
On Fri, Feb 27, 2009 at 9:05 PM, John W. Eaton <address@hidden> wrote:
> I added the following text to the NEWS file. Does anyone object?
>
> ** Deprecated functions.
>
> The following functions were deprecated in Octave 3.0 and will be
> removed in Octave 3.4 (or whatever version is the second major
> release after 3.0):
>
> beta_cdf geometric_inv pascal_inv
> beta_inv geometric_pdf pascal_pdf
> beta_pdf geometric_rnd pascal_rnd
> beta_rnd hypergeometric_cdf poisson_cdf
> binomial_cdf hypergeometric_inv poisson_inv
> binomial_inv hypergeometric_pdf poisson_pdf
> binomial_pdf hypergeometric_rnd poisson_rnd
> binomial_rnd intersection polyinteg
> chisquare_cdf is_bool setstr
> chisquare_inv is_complex struct_contains
> chisquare_pdf is_list struct_elements
> chisquare_rnd is_matrix t_cdf
> clearplot is_scalar t_inv
> clg is_square t_pdf
> com2str is_stream t_rnd
> create_set is_struct uniform_cdf
> exponential_cdf is_symmetric uniform_inv
> exponential_inv is_vector uniform_pdf
> exponential_pdf isstr uniform_rnd
> exponential_rnd lognormal_cdf weibcdf
> f_cdf lognormal_inv weibinv
> f_inv lognormal_pdf weibpdf
> f_pdf lognormal_rnd weibrnd
> f_rnd meshdom weibull_cdf
> gamma_cdf normal_cdf weibull_inv
> gamma_inv normal_inv weibull_pdf
> gamma_pdf normal_pdf weibull_rnd
> gamma_rnd normal_rnd wiener_rnd
> geometric_cdf pascal_cdf
>
> The following functions are now deprecated in Octave 3.2 and will
> be removed in Octave 3.6 (or whatever version is the second major
> release after 3.2):
>
> dmult spcholinv splu
> iscommand spcumprod spmax
> israwcommand spcumsum spmin
> lchol spdet spprod
> loadimage spdiag spqr
> mark_as_command spfind spsum
> mark_as_rawcommand spinv spsumsq
> spatan2 spkron str2mat
> spchol splchol unmark_command
> spchol2inv split unmark_rawcommand
>
>
> jwe
>
shouldn't create_set be in the 3.2 section?
--
RNDr. Jaroslav Hajek
computing expert
Aeronautical Research and Test Institute (VZLU)
Prague, Czech Republic
url: www.highegg.matfyz.cz