Abstract

Application of the concept of relaxed, first-order density matrices to electron propagator theory provides a measure of molecular similarity between a reference N-electron Hartree—Fock wavefunction and a correlated final state with N−1 electrons. Illustrative calculations on N 2 and HNO show how the similarity index, computed for various cationic final states, measures their non-Koopmans character. The similarity index provides a description that is complementary to that obtained from Koopmans' defects, Feynman—Dyson amplitudes and pole strengths.

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