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Operator form of Hartree-Fock equations

When the idempotent density operator p is constructed from orbital solutions of the Hartree-Fock equations, (Ti - ) / = 0, it satisfies the commutator equation [Pg.81]

As shown by Dirac [79], the corresponding time-dependent equation takes the [Pg.81]

The time-dependent Hartree-Fock equation is expressed formally by [Pg.81]

See other pages where Operator form of Hartree-Fock equations is mentioned: [Pg.81]   


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