Latest explanation for "stability of high multiplicity states"

In summary, recent research has provided new insights into the stability of high multiplicity states in quantum systems, explaining how these states can maintain their integrity despite potential perturbations. This stability is attributed to specific interactions and energy configurations that allow the systems to resist changes, thus enabling them to exist in multiple states simultaneously without collapsing. The findings have implications for understanding complex quantum behaviors and could influence future developments in quantum computing and related technologies.
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Latest explanation for "stability of high multiplicity states"
"However, accurate quantum-mechanical calculations (starting in the 1970s)... singly occupied orbitals are less effectively screened or shielded from the nucleus, so that such orbitals contract and electron–nucleus attraction energy becomes greater in magnitude (or decreases algebraically)."
https://en.wikipedia.org/wiki/Hund's_rules:
Where do I find these calculations, papers, or data?
Is the source the "Hartree-Fock self consistent field calculations for the wavefunctions of atoms?"
 
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