Mail Archives: djgpp/1999/09/23/21:27:15
From: | "Andrew Hurrell" <andrew AT amh-consulting DOT freeserve DOT co DOT uk>
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Newsgroups: | comp.os.msdos.djgpp
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Subject: | Complex Numbers
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Date: | Thu, 23 Sep 1999 22:42:32 +0100
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Organization: | Customer of Planet Online
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To: | djgpp AT delorie DOT com
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DJ-Gateway: | from newsgroup comp.os.msdos.djgpp
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Reply-To: | djgpp AT delorie DOT com
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Dear All
Firstly - if this a little off topic, my apologies, but this seems like a
helpful NG so I though I give a go ;-)
Secondly - if I've got the wrong end of the stick about programming issues
that's 'coz I'm a scientist that
dabbles with programming (tsk tsk - bloody scientists !)
I'm involved with doing some number cruching which requires the use complex
arithmetic. From what I could see in the FAQ the only support for this kind
of thing was in C++ (not much use to me as I'm only just about confident
enough in C :( )
I downloaded the complex arithmetic lib srcs from the Cephes directory
within the Netlib repository (written by Steve Moshier - who appears to have
done the long double library that is part of DJGPP), and as they claim to
compile fine with GCC - C (i.e. not C++) I had a go. Sure enough they
compiled fine and appeared at first glance to work OK. However, some
questions have come to light
1) The complex math stuff appears to use a _complex_ data type within
gcc. Have I missed this completly in the docs, or is it not supported under
DJGPP.
2) Also the Cephes docs talk about C9X which I get the impression is
going to be new standard for C, and again according to these docs, this new
implementation will support Complex math. Does anyone know what the state
of play on C9X - does DJGPP conform to this standard ?
3) When I try to debug anything (from within RHIDE) that uses complex
math I am unable to see what data my variables contain (all variables report
as being void - yet printf's give the correct answers). What am I doing
wrong ?
The nice thing about the Cephes stuff is that complex arithmetic is
blissfully simple (e.g. adding two complex numbers is z1 + z2 - you don't
appear to need functions like cadd(z1, z2)), but if anyone else has a
similar lib for complex math, that I can debug, then I'm open to
suggestions.
Many thanks in advance for your assistance
Andrew
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