libffm 0.21 announcement, nicer version !??

libffm 0.21 announcement, nicer version !??

Post by Joachim Wesne » Thu, 23 Jul 1998 04:00:00



Hi, I'm still struggling to get my newsagent keep the formatting a bit
more readable. I hope this one will be better !!

Joachim

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Version 0.21 of free fast math routines (libffm, preliminary version)
now released !

Hi,

Kazushige Goto and myself, we are now releasing version 0.21 of free
fast math routines to eventually replace libm. These routines are based
on work I did years ago for another RISC CPU, but those now use
different (*better* !) approximations and some other ideas that grew in
the meantime. Kazushige Goto again did a really great job in optimizing
the assembler code, "vectorizing" polynomial evaluation code and
improving instruction scheduling to get the code so fast as it is now !

Some of the routines seem to run even nearly twice as fast as the
already fast "Cray" routine I ported some weeks ago, at comparable
accuracy.

This version 0.21 of libffm still does not yet contain checking for
invalid arguments. But this is planned for the next release, as also
sinh, cosh, tanh, and a full precision pow function, besides other small
utilities functions like fmod, ldexp, frexp and all the like (time
permitting !).Support for ECOFF and profiling has already been added.

Further modification could be (besides the argument checking) the
fine-tuning of the last bits of the constants used and of the order of
evaluation to minimize or compensate the effect of rounding errors.

Copyright is now changed to GNU Library GPL, as requested.

The routines can be downloaded at

http://people.frankfurt.netsurf.de/Joachim.Wesner/libffm.0.21.tar.gz

See file README for further instructions and details.

Approximate running times in us in a tight loop for random arguments
0..10 (0..1 for asin/acos) on a 533MHz LX 21164 (n = 63).

         libffm         libfm           libm

sin       0.14          0.21            0.43
cos       0.15          0.21            0.43
tan       0.15          0.27            0.54
cotan     0.15          ----            ----
asin      0.21          ----            1.33
acos      0.21          ----            1.27
atan      0.19          ----            0.58
atan2     0.20          ----            0.72
log2      0.17          ----            ----
log       0.17          0.16            0.44
log10     0.17          0.22            0.53
exp2      0.10          ----            ----
exp       0.14          0.17            0.50
exp10     0.14          ----            ----
powr(x,n) 0.10          0.35            1.67 (pow)
powr(x,y) 0.35          0.35            1.67 (pow)
sqrt      0.13          0.13            0.19

Joachim