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- W2018680217 abstract "For problems expressible in the mathematical form of the one-electron two-fixed-centre Schrodinger equation, a recursive process, well adapted to microcomputers, is presented to obtain the expansion coefficients of the angular parts of the wavefunctions in terms of associated Legendre polynomials or spherical harmonics as well as their successive derivatives with respect to the internuclear distance." @default.
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- W2018680217 title "Determination of heteronuclear diatomic orbitals in terms of spherical harmonics from Miller's algorithm" @default.
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