I have this simple code which uses DGEMM routine for matrix multiplication
program check
implicit none
real(8),dimension(2,2)::A,B,C
A(1,1)=4.5
A(1,2)=4.5
A(2,1)=4.5
A(2,2)=4.5
B(1,1)=2.5
B(1,2)=2.5
B(2,1)=2.5
B(2,2)=2.5
c=0.0
call DGEMM('n','n',2,2,2,1.00,A,2,B,2,0.00,C,2)
print *,C(1,1)
print *,C(1,2)
print *,C(2,1)
print *,C(2,2)
end program check
now when i compile this code with command
gfortran -o check check.f90 -lblas
I get some random garbage values. But when I add
-fdefault-real-8
to the compiling options I get correct values.
But since it is not a good way of variable declaration in Fortran. So I used the iso_fortran_env intrinsic module and added two lines to the code
use iso_fortran_env
real(kind=real32),dimension(2,2)::A,B,C
and compiled with
gfortran -o check check.f90 -lblas
Again I got wrong output . Where I'm erring in this code? I'm on 32bit linux and using GCC
DGEMM expects double precision values for ALPHA and BETA.
Without further options, you are feeding single precision floats to LAPACK - hence the garbage.
Using -fdefault-real-8 you force every float specified to be double precision by default, and DGEMM is fed correctly.
In your case, the call should be:
call DGEMM('n','n',2,2,2,1.00_8,A,2,B,2,0.00_8,C,2)
which specifies the value for alpha to be 1 as a float of kind 8, and zero of kind 8 for beta.
If you want to perform the matrix-vector product in single precision, use SGEMM.
Note that this is highly compiler-specific, you should consider using REAL32/REAL64 from the ISO_Fortran_env module instead (also for the declaration of A, B, and C).
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