*BSD News Article 38645


Return to BSD News archive

Newsgroups: comp.os.386bsd.development
Path: sserve!newshost.anu.edu.au!harbinger.cc.monash.edu.au!bunyip.cc.uq.oz.au!munnari.oz.au!news.Hawaii.Edu!ames!ncar!gatech!howland.reston.ans.net!Germany.EU.net!EU.net!uunet!zib-berlin.de!math.fu-berlin.de!omega.physik.fu-berlin.de!graichen
From: graichen@omega.physik.fu-berlin.de (Thomas Graichen)
Subject: slow math library
Message-ID: <EYMUB1UR@math.fu-berlin.de>
Sender: news@math.fu-berlin.de (Math Department)
Nntp-Posting-Host: omega.physik.fu-berlin.de
Organization: Free University of Berlin, Germany
Date: Mon, 21 Nov 1994 12:49:13 GMT
Lines: 32

hello
-----

in the last day's i tried freebsd (1.1) - i think it's really good and more
consistent than all the linux distributions i've used before but i've found
one problem for me - the math-library (floating-point-operations) seem to be
very slow (factor 2-4 slower like under linux on the same machine) - i've
also tried the msun lib (from 1.1.5) - but i can't see the big improvement -
but floating point speed is important for me because i do mostly numerical
stuff on that machine - can anybody tell me if there is a faster math-lib
for freebsd - or if not - can somebody who knows something about this try to
improve the mathlib

t

p.s.: i've compiled the msun lib with the HAVE_FPU define compiled - that
is'nt the error


 ______________________________________________________||______________________
                                                 __||
 Perfection is reached, not when there is no  __||       thomas graichen
 longer anything to add, but when there   __||      freie universitaet berlin
 is no longer anything to take away   __||              fachbereich physik
                                  __||
 - Antoine de Saint-Exupery - __||
 ___________________________||____email: graichen@omega.physik.fu-berlin.de____
--

 ______________________________________________________||______________________
                                                 __||
 Perfection is reached, not when there is no  __||       thomas graichen