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Many-electron systems Hartree-Fock and correlated treatments

3 Many-electron systems Hartree-Fock and correlated treatments [Pg.13]

The Hartree-Fock (HF) orbitals p, can be shown to satisfy a Schrodinger-type eigenvalue equation [Pg.14]

The Fock operator F for an atomic or molecular system is a modified one-electron Hamiltonian (cf. Eq. (1.9b)), [Pg.14]

As usual, the Hartree-Fock model can be corrected with perturbation theory (e.g., the Mpller-Plesset [MP] method29) and/or variational techniques (e.g., the configuration-interaction [Cl] method30) to account for electron-correlation effects. The electron density p(r) = N f P 2 d3 2... d3r can generally be expressed as [Pg.14]

Let us examine the fluoride ion (F ), for which variational 6-311++G calculations give [Pg.15]




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18-electron systems, and

Correlated electrons

Correlation electron

Electron correlation treatments

Electronic correlations

Hartree and Fock

Hartree-Fock Treatment

Systemic treatment

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