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- W17585694 abstract "Dimensional perturbation theory offers much insight into the dynamics of atomic and molecular systems and is a powerful calculational tool yielding very accurate energies. The exactly soluble D {yields} {infinity} limit, which retains much of the correlation present in the D = 3 solution, provides a zeroth order solution about which a perturbation theory in 1/D is developed. Large order dimensional perturbation expansions for the energy have been developed using the moment method. However, the moment method has to be individually {open_quotes}tailored{close_quotes} to {open_quotes}fit{close_quotes} the state in question, does not readily give wavefunctions and is susceptible to round off error. We will report on a new method which provides wavefunctions directly, may be used to solve for any state without {open_quotes}alteration{close_quotes} and is not as tarnished b round off error." @default.
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- W17585694 date "1993-05-01" @default.
- W17585694 modified "2023-10-16" @default.
- W17585694 title "Large order dimensional perturbation theory: A new approach" @default.
- W17585694 hasPublicationYear "1993" @default.
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