Commit graph

5 commits

Author SHA1 Message Date
jlam
1a280185e1 Mechanical changes to package PLISTs to make use of LIBTOOLIZE_PLIST.
All library names listed by *.la files no longer need to be listed
in the PLIST, e.g., instead of:

	lib/libfoo.a
	lib/libfoo.la
	lib/libfoo.so
	lib/libfoo.so.0
	lib/libfoo.so.0.1

one simply needs:

	lib/libfoo.la

and bsd.pkg.mk will automatically ensure that the additional library
names are listed in the installed package +CONTENTS file.

Also make LIBTOOLIZE_PLIST default to "yes".
2004-09-22 08:09:14 +00:00
wiz
d42448ca01 Update to 0.1.2:
Version 0.1.2 (2004-09-12)
  * Fixed where callback based API wasn't being reset properly.
  * Minor bug fixes.

Version 0.1.1 (2004-07-17)
  * Fixed bug in callback based API.
  * Fixed a bug brought tp light by agressive optimisations of gcc-3.4.
  * Minor bug fixes.
2004-09-20 23:19:13 +00:00
drochner
da040b743e update to 0.1.0
changes:
Add callback API, functions for short to float and float to short conversion.
Minor bug fixes.
2004-06-21 17:59:13 +00:00
jmmv
8da1b29f2e The lib/pkgconfig has been added to the list of standard directories, so do
not try to remove it, even if empty.
2003-01-02 22:44:43 +00:00
jmmv
ad0b11e39f Initial import of libsamplerate-0.0.13. DESCR follows:
Secret Rabbit Code (aka libsamplerate) is a Sample Rate Converter for audio.
One example of where such a thing would be useful is converting audio from
the CD sample rate of 44.1kHz to the 48kHz sample rate used by DAT players.

SRC is capable of arbitrary and time varying conversions; from downsampling
by a factor of 12 to upsampling by the same factor. Arbitrary in this case
means that the ratio of input and output sample rates can be an irrational
number. The conversion ratio can also vary with time for speeding up and
slowing down effects.

SRC provides a small set of converters to allow quality to be traded off
against computation cost. The current best converter provides a
signal-to-noise ratio of 97dB with -3dB passband extending from DC to 96%
of the theoretical best bandwidth for a given pair of input and output
sample rates.
2002-12-14 18:23:16 +00:00