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| Message-ID: | <3C87C616.A0ED5597@cyberoptics.com> |
| Date: | Thu, 07 Mar 2002 13:57:10 -0600 |
| From: | Eric Rudd <rudd AT cyberoptics DOT com> |
| Organization: | CyberOptics |
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| Newsgroups: | comp.os.msdos.djgpp |
| Subject: | Re: long double math functions |
| References: | <3C867183 DOT 1070403 AT epost DOT de> <3C873BC8 DOT EAB27C4D AT ma DOT tum DOT de> |
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| To: | djgpp AT delorie DOT com |
| DJ-Gateway: | from newsgroup comp.os.msdos.djgpp |
| Reply-To: | djgpp AT delorie DOT com |
Waldemar Schultz wrote: > Florian Bueren schrieb: > > as I'm understanding it, there aren't any long-double math routines. > > Am I right? > > You might check > > http://people.ne.mediaone.net/moshier/index.html#Cephes > > works fine for me. HTH. I haven't used Moshier's long double routines, but I have been favorably impressed with others of his, and on that general basis, I would expect the long double routines to work well, too. One other poster asked whether Borland C++ long doubles are more precise than DJGPP doubles. On BC++, as on DJGPP, long doubles are 10-byte variables with a 64-bit mantissa. This matches the internal format of the coprocessor. -Eric Rudd rudd AT cyberoptics DOT com
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