DOKK / manpages / debian 12 / libsc-doc / sc_SpatialMOPairIter_eq.3.en
sc::SpatialMOPairIter_eq(3) MPQC sc::SpatialMOPairIter_eq(3)

sc::SpatialMOPairIter_eq - SpatialMOPairIter_eq gives the ordering of same-spin and different-spin orbital pairs if both orbitals of the pairs are from the same space.

#include <pairiter.h>

Inherits sc::SpatialMOPairIter.


SpatialMOPairIter_eq (const Ref< MOIndexSpace > &space1)
Initialize an iterator for the given MO spaces. void start (const int ij_offset=0)
Initialize the iterator assuming that iteration will start with pair ij_offset. void next ()
Move to the next pair. operator int () const
Returns nonzero if the iterator currently hold valid data. int nij_aa () const
Returns the number of functions in alpha-alpha space. int nij_ab () const
Returns the number of functions in alpha-beta space. int ij_aa () const
Returns compound index ij for alpha-alpha case. int ij_ab () const
Returns compound index ij for alpha-beta case. int ij_ba () const
Returns compound index ij for beta-alpha case.

SpatialMOPairIter_eq gives the ordering of same-spin and different-spin orbital pairs if both orbitals of the pairs are from the same space.

It iterates over all i >= j combinations (total of (ni_+1)*(ni_+2)/2 pairs).

Returns compound index ij for alpha-alpha case. The i == j combination doesn't make sense, so ij_aa() will return -1 for such pairs.

Implements sc::SpatialMOPairIter.

Returns compound index ij for alpha-beta case.

Implements sc::SpatialMOPairIter.

Returns compound index ij for beta-alpha case.

Implements sc::SpatialMOPairIter.

Move to the next pair.

Implements sc::MOPairIter.

Returns the number of functions in alpha-alpha space.

Implements sc::SpatialMOPairIter.

Returns the number of functions in alpha-beta space.

Implements sc::SpatialMOPairIter.

Returns nonzero if the iterator currently hold valid data.

Implements sc::MOPairIter.

Initialize the iterator assuming that iteration will start with pair ij_offset.

Implements sc::MOPairIter.

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Fri Dec 2 2022 Version 2.3.1