The suitability of the variational configuration-interaction-Hylleras method in obtaining accurate energies and annihilation rates for one-positron atomic systems is discussed. The wavefunctions are expanded in terms of configurations which consist of antisymmetrized products of r ij v coordinates (v=0, 1, 2) with Slater-type orbitals. Using 84, 84, 67 and 68 term wavefunctions the authors have obtained energies for the 1,2 S(Li;e + ), 1,2 S(He - ;e + ), 2,3 S(He;e + ) and 2,1 S(H - ;e + ) systems. The 1,2 S(Li;e + ), 1,2 S(He - ;e + ) and 2,3 S(He;e + ) systems are stable with respect to positron dissociation but probably unstable with respect to positronium dissociation. With a view to facilitating further variational studies on atom-positron systems, a detailed discussion is given of the relative importance, on both annihilation rates and energies, of the configurations in the wavefunctions which represent particular correlation effects.
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David C. Clary (1976) studied this question.
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