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Re: [Gm2] complex types
From: |
Gaius Mulley |
Subject: |
Re: [Gm2] complex types |
Date: |
Mon, 15 Dec 2008 16:33:34 +0000 |
User-agent: |
Gnus/5.11 (Gnus v5.11) Emacs/22.2 (gnu/linux) |
Andreas Fischlin <address@hidden> writes:
> Hi Gaius,
>
> I am simply using CMath to implement whatever MathLib0 etc. I wish to
> implement. That should not break any legacy code. I have of course a legacy
> implementation of MathLib0 that uses portably algorithms if you wish to have a
> legacy implementation in order to have not the least significat bit being of
> max precision. However, I generally use CMath, since it is to the least
> significant bit precise, even if you use it as implementation of a REAL or
> even
> SHORTREAL definition of the procedure. RETURNing the long real value exploits
> the assignment compatibility, e.g.
>
> PROCEDURE Sin(x: REAL): REAL;
> BEGIN
> RETURN CMath.sin(x)
> END Sin;
>
> and that's about all there is.
>
> Regards,
> Andreas
Hi Andreas,
ahh, yes - sorry I missed that it was a definition module for CMath
(rather than MathLib0) - my mistake,
regards,
Gaius
- [Gm2] complex types, Gaius Mulley, 2008/12/14
- Re: [Gm2] complex types, Michael Lambert, 2008/12/14
- Re: [Gm2] complex types, Andreas Fischlin, 2008/12/14
- Re: [Gm2] complex types, Michael Lambert, 2008/12/14
- Re: [Gm2] complex types, Gaius Mulley, 2008/12/14
- Re: [Gm2] complex types, Andreas Fischlin, 2008/12/14
- Re: [Gm2] complex types, Gaius Mulley, 2008/12/15
- Re: [Gm2] complex types, Andreas Fischlin, 2008/12/15
- Re: [Gm2] complex types,
Gaius Mulley <=
- Re: [Gm2] complex types, Gaius Mulley, 2008/12/15
- Re: [Gm2] complex types, Andreas Fischlin, 2008/12/15
- Re: [Gm2] complex types, Michael Lambert, 2008/12/15
- Re: [Gm2] complex types, Andreas Fischlin, 2008/12/15
- Re: [Gm2] complex types, Michael Lambert, 2008/12/15
- Re: [Gm2] complex types, Andreas Fischlin, 2008/12/16
- Re: [Gm2] complex types, Michael Lambert, 2008/12/16