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https://github.com/LCPQ/quantum_package
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Accelerated selection
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69a747fde0
commit
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@ -45,7 +45,7 @@ subroutine run_selection_slave(thread,iproc,energy)
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if(buf%N == 0) then
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! Only first time
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call create_selection_buffer(N, N*2, buf)
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call create_selection_buffer(N, N*3, buf2)
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call create_selection_buffer(N, N*2, buf2)
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else
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if(N /= buf%N) stop "N changed... wtf man??"
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end if
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@ -62,7 +62,6 @@ subroutine run_selection_slave(thread,iproc,energy)
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do i=1,buf%cur
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call add_to_selection_buffer(buf2, buf%det(1,1,i), buf%val(i))
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enddo
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call sort_selection_buffer(buf2)
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buf%mini = buf2%mini
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pt2 = 0d0
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buf%cur = 0
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@ -41,7 +41,6 @@ subroutine sort_selection_buffer(b)
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implicit none
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type(selection_buffer), intent(inout) :: b
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double precision, allocatable:: absval(:)
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integer, allocatable :: iorder(:)
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double precision, pointer :: vals(:)
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integer(bit_kind), pointer :: detmp(:,:,:)
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@ -49,29 +48,23 @@ subroutine sort_selection_buffer(b)
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logical, external :: detEq
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nmwen = min(b%N, b%cur)
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allocate(iorder(b%cur), detmp(N_int, 2, size(b%det,3)), absval(b%cur), vals(size(b%val)))
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absval = -dabs(b%val(:b%cur))
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allocate(iorder(b%cur), detmp(N_int, 2, size(b%det,3)), vals(size(b%val)))
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do i=1,b%cur
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iorder(i) = i
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end do
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! Optimal for almost sorted data
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! call sorted_dnumber(absval, b%cur, i)
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! if (b%cur/i >
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! call insertion_dsort(absval, iorder, b%cur)
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call dsort(absval, iorder, b%cur)
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call dsort(b%val, iorder, b%cur)
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do i=1, nmwen
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detmp(1:N_int,1,i) = b%det(1:N_int,1,iorder(i))
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detmp(1:N_int,2,i) = b%det(1:N_int,2,iorder(i))
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vals(i) = b%val(iorder(i))
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end do
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do i=nmwen+1, size(vals)
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vals(i) = 0.d0
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enddo
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if (nmwen < b%N) then
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vals(nmwen+1) = 0.d0
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endif
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deallocate(b%det, b%val)
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b%det => detmp
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b%val => vals
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b%mini = max(b%mini,dabs(b%val(b%N)))
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b%mini = min(b%mini,b%val(1))
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b%cur = nmwen
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end subroutine
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@ -12,23 +12,20 @@ BEGIN_TEMPLATE
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$type :: xtmp
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integer :: i, i0, j, jmax
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do i=1,isize
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do i=2,isize
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xtmp = x(i)
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i0 = iorder(i)
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j = i-1
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do j=i-1,1,-1
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if ( x(j) > xtmp ) then
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do j = i-1,1,-1
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if ((x(j) <= xtmp)) exit
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x(j+1) = x(j)
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iorder(j+1) = iorder(j)
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else
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exit
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endif
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enddo
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x(j+1) = xtmp
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iorder(j+1) = i0
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enddo
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end subroutine insertion_$Xsort
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subroutine heap_$Xsort(x,iorder,isize)
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implicit none
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BEGIN_DOC
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@ -179,7 +176,7 @@ BEGIN_TEMPLATE
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endif
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do i=2,isize
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if (x(i-1) >= x(i)) then
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if (x(i-1) <= x(i)) then
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n=n+1
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endif
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enddo
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@ -194,6 +191,31 @@ SUBST [ X, type ]
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i2 ; integer*2 ;;
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END_TEMPLATE
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!BEGIN_TEMPLATE
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! subroutine $Xsort(x,iorder,isize)
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! implicit none
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! BEGIN_DOC
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! ! Sort array x(isize).
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! ! iorder in input should be (1,2,3,...,isize), and in output
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! ! contains the new order of the elements.
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! END_DOC
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! integer,intent(in) :: isize
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! $type,intent(inout) :: x(isize)
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! integer,intent(inout) :: iorder(isize)
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! integer :: n
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! call sorted_$Xnumber(x,isize,n)
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! if ( isize-n < 1000) then
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! call insertion_$Xsort(x,iorder,isize)
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! else
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! call heap_$Xsort(x,iorder,isize)
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! endif
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! end subroutine $Xsort
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!
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!SUBST [ X, type ]
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! ; real ;;
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! d ; double precision ;;
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!END_TEMPLATE
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BEGIN_TEMPLATE
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subroutine $Xsort(x,iorder,isize)
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implicit none
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@ -207,16 +229,19 @@ BEGIN_TEMPLATE
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integer,intent(inout) :: iorder(isize)
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integer :: n
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call sorted_$Xnumber(x,isize,n)
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if ( isize-n < 1000) then
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if (isize == n) then
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return
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endif
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if ( isize < 512+n) then
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call insertion_$Xsort(x,iorder,isize)
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else
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call heap_$Xsort(x,iorder,isize)
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call $Yradix_sort(x,iorder,isize,-1)
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endif
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end subroutine $Xsort
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SUBST [ X, type ]
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; real ;;
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d ; double precision ;;
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SUBST [ X, type, Y ]
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; real ; i ;;
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d ; double precision ; i8 ;;
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END_TEMPLATE
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BEGIN_TEMPLATE
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@ -422,6 +447,9 @@ BEGIN_TEMPLATE
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i0 = 0_$int_type
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i4 = maxval(x)
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if (i4 == 0_$type) then
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return
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endif
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iradix_new = $integer_size-1-leadz(i4)
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mask = ibset(0_$type,iradix_new)
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