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I can tell that I'm still not getting something. Is CR_1_σpVσp_1_int supposed to be just one recurrence relation, or several? The more "garden variety" integrals don't seem to have an analogue of this function but instead have different strategies for gaussian derivatives and for the AM. I can look over the r12 integrals that do have a special CR_* and use that as a template, if that's what you have in mind.
12c304b
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Note that since
CR_1_σpVσp_1_int
can work with integrals over derivative AOs there is no absolute need to tryCR_DerivGauss
...12c304b
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I can tell that I'm still not getting something. Is
CR_1_σpVσp_1_int
supposed to be just one recurrence relation, or several? The more "garden variety" integrals don't seem to have an analogue of this function but instead have different strategies for gaussian derivatives and for the AM. I can look over the r12 integrals that do have a specialCR_*
and use that as a template, if that's what you have in mind.