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From: Wilfredo Sifuentes <wsifuent@gmail.com>
To: gcc-help@gcc.gnu.org
Subject: Re: Auto-vectorization of SUM intrinsic in gfortran
Date: Fri, 28 Jan 2011 17:19:00 -0000	[thread overview]
Message-ID: <AANLkTinxTbmwtzxAF+FY9hbxRTnypv=UTTB5+EaK7uEP@mail.gmail.com> (raw)
In-Reply-To: <4D42F08E.1010400@aol.com>

Thank you Tim
As you said with  -ffast-math option it works but others lines that
seems to be parallelizable doesn´t e.g.
Look at the two contiguous lines:

        INGTAR(HI,1:NETP)= ZERO  !Compiller says : not vectorized:
complicated access pattern.
        VAEMB(1:NEMB,HI,1:NETP)= ZERO ! Compiler says: note: LOOP VECTORIZED.

The code I am working is quit old (and big) and I am only researching
the (easy) ways to do it faster in actual computers
Regards
Wilfredo

2011/1/28 Tim Prince <n8tm@aol.com>:
> On 1/28/2011 11:03 AM, Wilfredo Sifuentes wrote:
>>
>> Dear all,
>> In spite that some information on the WWW says that the SUM intrinsic
>> function of Fortran 90 can be parallelizable, I found that gfortran
>> 4.5 do not parallelize the following line (even if I fix or change
>> “AHID” variable to “1” ):
>>
>>   temporal= SUM(PERLIN(1:NLIN,AHID,1:NETP,1:NBLO))
>>
>> Where PERLIN is defined as:  REAL*8  PERLIN(MAXLIN,0:1,MAXETP,MAXBLO).
>> The compiler report: “note: not vectorized: unsupported use in stmt.”
>> Am I missing something?
>>
>> Regards
>> Wilfredo
>
> I don't remember the diagnostic, but SUM vectorization would never occur
> without options implying -fassociative-math (unfortunately, specifying that
> one by itself doesn't help; -ffast-math does, but is too big a hammer).
> Even beyond that, more information from you may be useful.
>
> --
> Tim Prince
>
>

  reply	other threads:[~2011-01-28 17:03 UTC|newest]

Thread overview: 4+ messages / expand[flat|nested]  mbox.gz  Atom feed  top
     [not found] <AANLkTiko3Ceox6NywbBwPDLp5VCtCp8FTZ42Eg9U=Q-C@mail.gmail.com>
2011-01-28 16:03 ` Wilfredo Sifuentes
2011-01-28 17:03   ` Tim Prince
2011-01-28 17:19     ` Wilfredo Sifuentes [this message]
2011-01-29  0:02       ` Tim Prince

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