From: Szabolcs Nagy <nsz@port70.net>
To: Damian McGuckin <damianm@esi.com.au>
Cc: MUSL <musl@lists.openwall.com>
Subject: Re: [musl] catan(z)
Date: Sun, 11 Aug 2024 22:08:12 +0200 [thread overview]
Message-ID: <20240811200812.GZ3766212@port70.net> (raw)
In-Reply-To: <21ca5c9-b1e-71b5-87b-a37f81f691ab@esi.com.au>
* Damian McGuckin <damianm@esi.com.au> [2024-08-12 00:01:01 +1000]:
>
> In this routine, there are 2 lines of code
>
> t = 0.5 * atan2(2.0 * x, a);
> w = _redupi(t);
>
> The first computes atan2() which returns a number in the range [-pi,+pi]
> which means that t is a number in the range [-pi/2,+pi/2].
>
> As far as I understand, the routine _redupi(t) accepts a argument and
> reduces it into the range [-pi, +pi]. Am I mistaken?
*reduces into [-pi/2, pi/2]
>
> If I am not wrong, and 't' is already in the range that _redupi(t) will
> return, then _redupi() just returns its argument (within a rounding error).
> So it seems like a no-op to me.
>
> Can anybody comment?
it only changes the endpoints (t=+-pi/2 case) otherwise no-op
i dont know if we care about the endpoints but even if we do
there are better ways to fix them up
i think _redupi can be removed, nice catch.
>
> The routine is originally from Moshier's Cephes library. I have Moshier's
> book but I cannot find any hints there.
>
> Thanks - Damian
next prev parent reply other threads:[~2024-08-11 20:08 UTC|newest]
Thread overview: 13+ messages / expand[flat|nested] mbox.gz Atom feed top
2024-08-11 14:01 Damian McGuckin
2024-08-11 20:08 ` Szabolcs Nagy [this message]
2024-08-12 3:39 ` Damian McGuckin
2024-08-12 3:56 ` Damian McGuckin
2024-08-12 9:00 ` Szabolcs Nagy
2024-08-15 1:16 ` Rich Felker
2024-08-15 2:12 ` Damian McGuckin
2024-08-15 14:28 ` Rich Felker
2024-08-16 7:26 ` Szabolcs Nagy
2024-08-16 8:18 ` Eric Pruitt
2024-08-15 13:18 ` Morten Welinder
2024-08-15 13:44 ` Rich Felker
2024-08-16 1:47 ` Damian McGuckin
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