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Changed determinant generation function for matching ordering. #143.
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@ -182,6 +182,144 @@ subroutine configuration_to_dets(o,d,sze,n_alpha,Nint)
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endif
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endif
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end
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subroutine configuration_to_dets_tree_addressing(o,d,sze,n_alpha,Nint)
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use bitmasks
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implicit none
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BEGIN_DOC
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! Generate all possible determinants for a given configuration
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!
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! This function preserves the tree addressing i.e.
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! the time-reversal determinants are at the opposite ends
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! and not one after the other as in the parent function.
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!
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! Input :
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! o : configuration : (doubly occupied, singly occupied)
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! sze : Number of produced determinants, computed by `configuration_to_dets_size`
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! n_alpha : Number of $\alpha$ electrons
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! Nint : N_int
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!
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! Output:
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! d : determinants
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!
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END_DOC
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integer ,intent(in) :: Nint
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integer ,intent(in) :: n_alpha ! Number of alpha electrons
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integer ,intent(inout) :: sze ! Dimension of the output dets
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integer(bit_kind),intent(in) :: o(Nint,2) ! Configurations
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integer(bit_kind),intent(out) :: d(Nint,2,sze) ! Output determinants
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integer :: i, k, n, ispin, ispin2
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! Extract list of singly occupied MOs as (int,pos) pairs
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! ------------------------------------------------------
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integer :: iint(2*n_alpha), ipos(2*n_alpha)
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integer(bit_kind) :: v, t, tt, diff, v_prev
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integer :: n_alpha_in_single
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n=0
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n_alpha_in_single = n_alpha
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do i=1,Nint
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v = o(i,1)
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do while(v /= 0_bit_kind)
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n = n+1
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iint(n) = i
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ipos(n) = trailz(v)
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v = iand(v,v-1)
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enddo
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n_alpha_in_single = n_alpha_in_single - popcnt( o(i,2) )
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enddo
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v = shiftl(1,n_alpha_in_single) - 1
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! Initialize first determinant
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d(:,1,1) = o(:,2)
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d(:,2,1) = o(:,2)
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do k=1,n_alpha_in_single
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d(iint(k),1,1) = ibset( d(iint(k),1,1), ipos(k) )
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enddo
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do k=n_alpha_in_single+1,n
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d(iint(k),2,1) = ibset( d(iint(k),2,1), ipos(k) )
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enddo
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sze = int(binom_int(n,n_alpha_in_single),4)
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if ( (shiftl(n_alpha_in_single,1) == n).and.n>0 ) then
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! Time reversal symmetry
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d(:,1,sze) = d(:,2,1)
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d(:,2,sze) = d(:,1,1)
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do i=2,sze/2,1
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! Generate next permutation with Anderson's algorithm
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v_prev = v
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t = ior(v,v-1)
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tt = t+1
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v = ior(tt, shiftr( and(not(t),tt) - 1, trailz(v)+1) )
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! Find what has changed between v_prev and v
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diff = ieor(v,v_prev)
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! Initialize with previous determinant
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d(:,1,i) = d(:,1,i-1)
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d(:,2,i) = d(:,2,i-1)
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! Swap bits only where they have changed from v_prev to v
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do while (diff /= 0_bit_kind)
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k = trailz(diff)+1
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if (btest(v,k-1)) then
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d(iint(k),1,i) = ibset( d(iint(k),1,i), ipos(k) )
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d(iint(k),2,i) = ibclr( d(iint(k),2,i), ipos(k) )
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else
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d(iint(k),1,i) = ibclr( d(iint(k),1,i), ipos(k) )
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d(iint(k),2,i) = ibset( d(iint(k),2,i), ipos(k) )
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endif
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diff = iand(diff,diff-1_bit_kind)
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enddo
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! Time reversal symmetry
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d(:,1,sze-i+1) = d(:,2,i)
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d(:,2,sze-i+1) = d(:,1,i)
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enddo
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else
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do i=2,sze
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! Generate next permutation with Anderson's algorithm
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v_prev = v
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t = ior(v,v-1)
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tt = t+1
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v = ior(tt, shiftr( and(not(t),tt) - 1, trailz(v)+1) )
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! Find what has changed between v_prev and v
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diff = ieor(v,v_prev)
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! Initialize with previous determinant
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d(:,1,i) = d(:,1,i-1)
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d(:,2,i) = d(:,2,i-1)
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! Swap bits only where they have changed from v_prev to v
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do while (diff /= 0_bit_kind)
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k = trailz(diff)+1
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if (btest(v,k-1)) then
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d(iint(k),1,i) = ibset( d(iint(k),1,i), ipos(k) )
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d(iint(k),2,i) = ibclr( d(iint(k),2,i), ipos(k) )
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else
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d(iint(k),1,i) = ibclr( d(iint(k),1,i), ipos(k) )
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d(iint(k),2,i) = ibset( d(iint(k),2,i), ipos(k) )
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endif
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diff = iand(diff,diff-1_bit_kind)
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enddo
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enddo
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endif
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end
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end
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@ -647,7 +785,7 @@ END_PROVIDER
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endif
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endif
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sze = nmax
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sze = nmax
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call configuration_to_dets( &
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call configuration_to_dets_tree_addressing( &
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psi_configuration(1,1,k), &
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psi_configuration(1,1,k), &
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dets, sze, elec_alpha_num, N_int)
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dets, sze, elec_alpha_num, N_int)
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