calc_pgen_triple_target_sym Subroutine

public subroutine calc_pgen_triple_target_sym(nI, ex, ms, pgen)

Calculates the probability of picking three orbitals with total spin ms with symmetry @param[in] nI determinant the excitation was made from @param[in] ex the excitation matrix (2x3 array) @param[in] ms total spin of the picked orbitals @param[inout] pgen on call, the probability of picking the electrons, on return, the total probability

Arguments

Type IntentOptional Attributes Name
integer, intent(in) :: nI(nel)
integer, intent(in) :: ex(2,3)
integer, intent(in) :: ms
real(kind=dp), intent(inout) :: pgen

Contents


Source Code

    subroutine calc_pgen_triple_target_sym(nI, ex, ms, pgen)
        integer, intent(in) :: nI(nel)
        integer, intent(in) :: ex(2, 3)
        integer, intent(in) :: ms
        real(dp), intent(inout) :: pgen

        ! Temporary: Store the probability of picking the canonical order
        real(dp) :: pgen_pick
        integer :: pool_sizes(3), tgt_spin, tmp_ex(2, 3)
        integer :: cc_unocc(ScratchSize), cc_occ(ScratchSize), cc_ind

        ! manually mimick pass-by-value
        tmp_ex = ex
        ! get the number of available orbs per symmetry sector
        call construct_class_counts(nI, cc_occ, cc_unocc)

        ! Now, get the prob for picking these three target orbitals

        ! The first two are chosen uniformly, and have the majority spin
        if (ms > 0) then
            pool_sizes(1:2) = nUnoccAlpha
            ! tgt_spin is the spin of the third, assign it to majority spin
            tgt_spin = 1
        else
            pool_sizes(1:2) = nUnoccBeta
            tgt_spin = 2
        end if

        if (abs(ms) /= 3) then
            ! Now, we have to be careful: The pick-algorithm has a convention on the order
            ! Alpha/Beta are picked, but this order is not preserved => Sort

            ! The convention is: the first two orbitals have the same spin
            if (G1(tmp_ex(2, 1))%MS /= G1(tmp_ex(2, 2))%MS) call swap(tmp_ex(2, 2), tmp_ex(2, 3))
            ! Also, the third electron has minority spin now, so swap tgt_spin
            ! (map 1 -> 2 and 2 -> 1
            tgt_spin = 3 - tgt_spin
        end if
        ! Get the index of the symmetry class of the third (symmetry-restricted) orb
        cc_ind = ClassCountInd(tgt_spin, G1(tmp_ex(2, 3))%Sym%S, 0)
        ! And the from that number of available orbs
        pool_sizes(3) = cc_unocc(cc_ind)

        ! The pool for the second is one smaller, because the first one is not available anymore
        pool_sizes(2) = pool_sizes(2) - 1
        pgen_pick = pgen / product(pool_sizes)

        ! now, account for permutations
        call add_permutations_to_pgen(pgen, pgen_pick, pool_sizes, ms, tmp_ex(2, :), cc_unocc)

    end subroutine calc_pgen_triple_target_sym