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On 07/16/2014 01:56 PM, Joseph S. Myers wrote: > On Thu, 3 Jul 2014, Richard Henderson wrote: > >> It seems to me that there's a typo on that exact zero test: a2 should be used, >> not m2. Correct, or have I mis-read the code? > > The existing exact zero test seems correct to me. The conditions for such > an exact zero are that the result of the multiplication is exactly > representable in 53 bits (i.e., m2 == 0, with m1 being the exact result of > the multiplication), and that the result of the addition (of z to the high > part of the multipliation result) is an exact zero (i.e. a1 == 0, which > implies a2 == 0). > Thanks. This second version, then, does not s/m2/a2/, but merely adds the appropriate barriers. It also makes sure that m2 is complete before clearing inexact, even though I saw no evidence of it being scheduled after the call. Ok? r~
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