Changes in v2.01 - msouth
Fri Aug 19 23:40:24 EDT 2005
----------------------------
* Changed versioning format to leading zero after the
dot to make more minor versions possible this time
* Integration of Math::MatrixReal::Ext1 0.07
* merged new_from_cols and new_from_rows into one private
function which is called by wrappers with the old
names
* added tests to exercise all of the known failure modes
in new_from_{rows,cols} calls
* Fixes for POD
* added a much needed =over 4 to the start of the POD
* removed tabs
* reformatted indentation of the all of the code to 4 space
indent (from a mixture of tabs, 8 space, 4 space, and 2 space)
Changes in v1.9 - leto
Wed May 15 03:19:34 EST 2002
----------------------------
* as_yacas() function added
* t/yacas.t created
* Fixed issue with infinity norm and Irix, thanks to
Allen Smith <easmith@beatrice.rutgers.edu> and the CPAN testers
Changes in v1.8 -- leto
Sat Mar 23 00:13:48 EST 2002
----------------------------
* as_matlab() function added
* as_scilab() function added
* t/matlab.t created
* is_row_vector() function added
* is_col_vector() function added
* t/isrowcol.t created
* norm_p() function added
* norm_frobenius () function added
* t/vecnorm.t created
Changes in v1.7 -- leto
Fri Mar 15 13:09:49 EST 2002
---------------------------
* each() and each_diag() are now one-based for consistency
* removed _trace() comments
* as_latex() function created
* t/latex.t created
* t/bool.t created
* t/periodic.t created
* t/rank.t created
* new_from_string() shouldn't care about the case of the scientific E
notation (pointed out by Jim Bowery <jim_bowery@hotmail.com>)
* t/scinotation.t created
* is_idempotent() function added
* is_periodic() function added
* rank_LR() function added
* make is_orthogonal return 0 instead of croak when matrix
is not quadratic
Changes in v1.6 -- leto
Sat Feb 16 09:46:51 EST 2002
-------------------------
* is_skew_symmetric() function added
* fixed logic error is sym_eigenvalues ( didn't notice if not square! )
* spectral_radius() function added
* is_binary() function added
* is_LR() function added
* t/spectral.t created
* t/binary.t created
* t/is_LR.t created
* t/gramian.t created
* is_skew_symmetric() tests added to t/symmetric.t
* is_gramian() function added
Changes in v1.5 -- leto
Sat Jan 12 04:20:48 EST 2002
-------------------------
* t/inverse.t test 6 was numerically instable, commented out
I ran it 10000 times and got values from 1e-2 to 1e-16,
this caused the test to randomly fail, because it checked
that the value was less than 1e-10
I did not notice this problem because my default perl install
has USE_LONG_DOUBLE
* changed epsilon to be 1e-8 in funcs.pl ( was 1e-10)
Changes in v1.4 -- leto
Jan 10 2002
--------------------------
* Steffen Beyer gave maintainer-ship to Jonathan Leto
* exponent() function added
* trace() function added
* "**" and "**=" overloaded to exponent()
* $matrix ** -1 is now a quick way to compute the inverse, if it exists
* new_from_rows and new_from_cols integrated from Math::MatrixReal::Ext1
* is_diagonal() function added
* is_tridiagonal() function added
* each() function added
* each_diag() function added
* put functions used by all the test scripts into funcs.pl instead
of all of them having copy+paste code
* t/inverse.t created
* t/diag.t created
* t/exponent.t created
* t/trace.t created
* t/ext1.t created
* some documentation spelling errors corrected
* perl operators exp(),sin(),cos() overloaded
only works with diagonal matrices for now
* new_diag() function added
* is_upper_triangular() function added
* is_lower_triangular() function added
* t/triang.t created
* t/det.t created
* inverse() function added
* det() function added
should be much faster for diagonal and triangular matrices
* tri_diagonalize() tri_eigenvalues() and now do real tridiag check, as per TODO
* t/minor.t created
* t/cofactor.t created
* t/adjoint.t created
* t/quadratic.t created
* norm_sum() function added
* t/norm.t created
* check if $rows and $cols are integers in new()
* t/condition.t created
* t/product.t created
* eigenvalues() function added
* t/eigen_NxN.t - added test for eigenvalues()
* swap_row() function added
* swap_col() function added
* t/swap.t created
* t/orthogonal.t created
* is_orthogonal() function added
1.28 Sat Sep 03 2005
- bump version so PAUSE ignores deleted 1.27 package
0.28 Sun Aug 28 2005
- fix version mistake in META.yml
0.27 Sun Aug 28 2005
- add method to calculate root mean square of data (suggested
by Robert Hiller)
- in calculating the power spectrum, use same logic for
segments = 1 as is currently done for segments > 1 when
"number" is specified (suggested by Robert Hiller)
- in calculating the power spectrum, check if data size
is an integral power of 2 if segments is not specified
or if segments = 1 and "number" is not specified
- in the spectrum method, change the name of the "hamm" window
function to "hann" (suggested by Robert Hiller). For
backwards compatibility, "hamm" is still supported.
- in the pod for the spctrm method, clarify how options
are to be passed in (suggested by Robert Hiller)
0.26 Sat Dec 04 2004
- include "arrays.h" in FFT.xs (required for some platforms)
(thanks to Doug Shubert)
* What is new in gsl-1.9:
** Fixed the elliptic integrals F,E,P,D so that they have the correct
behavior for phi > pi/2 and phi < 0. The angular argument is now
valid for all phi. Also added the complete elliptic integral
gsl_sf_ellint_Pcomp.
** Added a new BFGS minimisation method gsl_multimin_fdfminimizer_vector_bfgs2
based on the algorithm given by R.Fletcher in "Practical Methods of
Optimisation" (Second edition). This requires substantially fewer
function and gradient evaluations, and supercedes the existing BFGS
minimiser.
** The beta functions gsl_sf_beta_e(a,b) and gsl_sf_lnbeta_e(a,b) now
handle negative arguments a,b. Added new function gsl_sf_lnbeta_sgn_e
for computing magnitude and sign of negative beta values, analagous to
gsl_sf_lngamma_sgn_e.
** gsl_cheb_eval_mode now uses the same error estimate as
gsl_cheb_eval_err.
** Improved gsl_sf_legendre_sphPlm_e to avoid underflow with large
arguments.
** Added updated Knuth generator, gsl_rng_knuthran2002, from 9th
printing of "The Art of Computer Programming". Fixes various
weaknesses in the earlier version gsl_rng_knuthran. See
http://www-cs-faculty.stanford.edu/~knuth/news02.htm
** The functions gsl_multifit_fsolver_set, gsl_multifit_fdfsolver_set
and gsl_multiroot_fsolver_set, gsl_multiroot_fdfsolver_set now have a
const qualifier for the input vector x, reflecting their actual usage.
** gsl_sf_expint_E2(x) now returns the correct value 1 for x==0,
instead of NaN.
** The gsl_ran_gamma function now uses the Marsaglia-Tsang fast gamma
method of gsl_ran_gamma_mt by default.
** The matrix and vector min/max functions now always propagate any
NaNs in their input.
** Prevented NaN occuring for extreme parameters in
gsl_cdf_fdist_{P,Q}inv and gsl_cdf_beta_{P,Q}inv
** Corrected error estimates for the angular reduction functions
gsl_sf_angle_restrict_symm_err and gsl_sf_angle_restrict_pos_err.
Fixed gsl_sf_angle_restrict_pos to avoid possibility of returning
small negative values. Errors are now reported for out of range
negative arguments as well as positive. These functions now return
NaN when there would be significant loss of precision.
** Corrected an error in the higher digits of M_PI_4 (this was beyond
the limit of double precision, so double precision results are not
affected).
** gsl_root_test_delta now always returns success if two iterates are
the same, x1==x0.
** A Japanese translation of the reference manual is now available
from the GSL webpage at http://www.gnu.org/software/gsl/ thanks to
Daisuke TOMINAGA.
** Added new functions for basis splines, see the "Basis Splines"
chapter in the GSL Reference Manual for details.
** Added new functions for testing the sign of vectors and matrices,
gsl_vector_ispos, gsl_vector_isneg, gsl_matrix_ispos and
gsl_matrix_isneg.
** Fixed a bug in gsl_sf_lnpoch_e and gsl_sf_lnpoch_sgn_e which caused
the incorrect value 1.0 instead of 0.0 to be returned for x==0.
** Fixed cancellation error in gsl_sf_laguerre_n for n > 1e7 so that
larger arguments can be calculated without loss of precision.
** Improved gsl_sf_zeta_e to return exactly zero for negative even
integers, avoiding less accurate trigonometric reduction.
** Fixed a bug in gsl_sf_zetam1_int_e where 0 was returned instead of
-1 for negative even integer arguments.
** When the differential equation solver gsl_odeiv_apply encounters a
singularity it returns the step-size which caused the error code from
the user-defined function, as opposed to leaving the step-size
unchanged.
** Added support for nonsymmetric eigensystems
** Added Mathieu functions
changes:
Documentation of # operator, comments, and cscripts.
Documented multi-line statement issues.
Added builtins related to user, system and clock time.
Changed runtime() builtin output.
* French translation (not fully complete yet)
* Return value in save() and add "name := value" as shortcut
* Integer factorization
* Interpret 0x[0-9,a-f] as hexadecimal number (do not require first digit to be 0-9)
* Add "Engineering" display mode
* Several fixes to display of units and prefixes
* Show value for variables without title in expression completion
* New functions: cross(), heaviside(), rectangular(), triangular(), ramp() kronecker(), sigmoid(), and logit()
* Use radius as argument for circumference()
* Add optional upper and lower limit arguments to integrate() for definite integrals
* Fix precision in logn()
* Ability to set shortcuts for meta modes (KDE)
* Make separate options for "Sort Minus Last" and "Negative Exponents" in numerical display menu
* Add "Edit Expression", "Edit Result", and "Insert Result Variable" to history context menu (KDE)
* Global shortcut for show/hide (KDE)
* Use localized comma for insert matrix/vector
* Remove use of libgnomeui completely and add --with-libgnome configure option
* Fix parsing of "x!)!"
* Use Julian year for light-year value
* Add several accelerator keys (GTK+)
* Connect "Exp" button Exp RPN operation and add Ctrl+Shift+E shortcut
* Fixes for old KDE and Qt versions
* New command line options for qalc: -terse (-t), -nodefs (-n), -nocurrencies, -nodatasets, -nofunctions, -nounits, -novariables
Autotools specification files (configure.ac, Makefile.am) were
changed to use GNU Libtool. This allows building the static as
well as shared GLPK library.
Changes 4.14:
Now GLPK conforms to ILP32, LLP64, and LP64 programming models
(the latter seems to be the ultimate choice regarding 64-bit
architectures). Note that GLPK itself is a 32-bit application,
and the conformity only means that the package works correctly
on all these arenae. Nevertheless, on 64-bit platforms it is
possible to use more than 4GB of memory, if necessary.
INSTALLATION_DIRS, as well as all occurrences of ${PREFIX}/man with
${PREFIX}/${PKGMANDIR}.
Fixes PR 35265, although I did not use the patch provided therein.
A tentative implementation of the "exact" simplex method based
on bignum (rational) arithmetic was included in the package.
On API level this new feature is available through the routine
lpx_exact, which is similar to the routine lpx_simplex.
In the solver glpsol this feature is available through two new
command-line options: --exact and --xcheck. If the '--exact'
option is specified, glpsol solves LP instance using the exact
simplex method; in case of MIP it is used to obtain optimal
solution of LP relaxation. If the --xcheck option is specified,
LP instance (or LP relaxation) is solved using the standard
(floating-point) simplex method, however, then glpsol calls the
exact simplex routine to make sure that the final LP basis is
exactly optimal, and if it is not, to perform some additional
simplex iterations in exact arithmetic.
Changes 4.12:
A tentative implementation of some simplex method routines
based on exact (bignum) arithmetic was included in the package.
Currently these routines provide computing LU-factorization of
the basis matrix and computing components of basic solution.
These routines were used to implement a routine, which checks
primal and dual feasibility of basic solution exactly, i.e. in
rational numbers, without round-off errors. In glpsol this
feature is available through the command-line option --xcheck.
GLPK has its own low-level routines implementing operations on
integer and rational numbers that makes it independent on other
software packages. However, to attain a much better performance
it is highly recommended to install (before configuring GLPK)
the GNU Multiple Precision Arithmetic Library (GMP). Using GMP
makes computations 100-200 times faster.
* Compilation fixes for 64-bit brokenness introduced in last release.
Changes 1.1.12:
* Fix rare assertion when printing quite large floats.
* Compilation fixes for several platforms: *BSD, Intel Mac, and MinGW.
divide) fgmp-1.0b5 routines into the Packages Collection:
FGMP is Mark Henderson's public domain implementation of a subset of
the GNU gmp library with the same API. The fgmp library also includes
a couple of extra routines.
or USE_X11BASE set, but don't include mk/x11.buildlink3.mk directly or
via buildlink3.mks
- introduce BUILDLINK_PREFIX.libXpm as alias for BUILDLINK_PREFIX.xpm
in the !modular case
- fix some cases where the check for libX11 couldn't work at all by using
C++ for compilation without including the proper headers
Verified using a full X11_TYPE=xorg bulk build without additional
breakage. Discussed with salo@, wiz@ and send to packages@ for feedback.
packages with the modular Xorg equivalent. Those are falling back
to the old location by default, so this commmit doesn't change
dependencies.
graphics/xpm ==> x11/libXpm
fonts/Xft2 ==> x11/libXft
x11/Xfixes ==> x11/libXfixes
x11/xcursor ==> x11/libXcursor
x11/Xrender ==> x11/libXrender
x11/Xrandr ==> libXrandr
