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Re: [lmi] Is DBL_MAX "adjacent" to infinity?
From: |
Greg Chicares |
Subject: |
Re: [lmi] Is DBL_MAX "adjacent" to infinity? |
Date: |
Fri, 24 Mar 2017 23:51:06 +0000 |
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Mozilla/5.0 (X11; Linux x86_64; rv:45.0) Gecko/20100101 Icedove/45.6.0 |
On 2017-03-24 20:31, Vadim Zeitlin wrote:
> On Fri, 24 Mar 2017 19:36:44 +0000 Greg Chicares <address@hidden> wrote:
[...]
> GC>
> https://www.securecoding.cert.org/confluence/display/c/FLP34-C.+Ensure+that+floating-point+conversions+are+within+range+of+the+new+type
[...]
> GC> signals an error if the value to be converted is
> GC> - out of range (determined by computing its logarithm), or
> GC> - subnormal
> GC> but does not check for NaN...so their advice seems unreliable.
>
> It's a bit hard to argue that NaN is "within range" (for any value of
> "range"), so their rules does seem to be incomplete. But it doesn't really
> invalidate the rest of it.
Why refuse to convert a subnormal value to integer? C99 [6.3.1.4/1] says
to truncate (which eliminates the subnormality) and then check whether
the integer part is representable in the integral part; if not, then and
only then is it UB. But the integer part is zero, always representable,
and UB cannot occur. Or have I misunderstood the meaning of this test
(f_a != 0.0F && fabsf(f_a) < FLT_MIN))
to check whether 'f_a' is convertible to integer without UB?
- Re: [lmi] Is bourn_cast demonstrably correct?, (continued)
- [lmi] Two kinds of precision loss [Was: Is bourn_cast demonstrably correct?], Greg Chicares, 2017/03/21
- Re: [lmi] Two kinds of precision loss, Vadim Zeitlin, 2017/03/22
- Re: [lmi] Two kinds of precision loss, Greg Chicares, 2017/03/22
- Re: [lmi] Two kinds of precision loss, Vadim Zeitlin, 2017/03/22
- Re: [lmi] Two kinds of precision loss, Greg Chicares, 2017/03/24
- [lmi] Is DBL_MAX "adjacent" to infinity? [Was: Two kinds of precision loss], Greg Chicares, 2017/03/24
- Re: [lmi] Is DBL_MAX "adjacent" to infinity?, Vadim Zeitlin, 2017/03/24
- Re: [lmi] Is DBL_MAX "adjacent" to infinity?,
Greg Chicares <=
- Re: [lmi] Is DBL_MAX "adjacent" to infinity?, Vadim Zeitlin, 2017/03/24