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Orbital vs. Density Electronic Localization in Bonding

Let s assume that, for instance, after the Hartree-Fock SCF computation is undertaken the set of canonical molecular one-electronic orbitals are determined so that the Slater determinantal wave function for 2N [Pg.103]

It has to be transformed into the corresponding localization wave function [Pg.104]

Fortunately, such orbital transformation is allowed by the flexibility carried by the determinantal wave function respecting aimitary transformation that takes the canonical into localized orbitals through the matrix (T) [Pg.104]

In order to complete the localization picture some physical criterion has to be assumed in order that matrix (T) to be determined. Such constraints may refer to the maximization of the distance between the electrons of the spatially non-localized orbitals, i.e., the so called Boys condition (Chakraborty, 2007)  [Pg.104]

When employing the last condition one firstly gets  [Pg.104]


See other pages where Orbital vs. Density Electronic Localization in Bonding is mentioned: [Pg.93]    [Pg.103]   


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Bond density

Bond electron density

Bond localization

Bonding localized

Electron localization

Electron orbitals

Electron, orbiting

Electrons in bonds

In localization

Local bond

Local electronic density

Local orbitals

Localized bond orbital

Localized bond orbitals

Localized bonded

Localized bonds

Localized orbitals

Localizing electrons

Orbital electrons

Orbital localization

Orbital localized

Vs. density

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