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Methods of molecular quantum mechanics

Roy McWeeny
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TLDR
In this article, a survey of many-electron wavefunctions spin and permutation symmetry is presented, including the Electron Distribution Self-Consistent Field Theory Valence Bond Theory Multiconfiguration SCF Theory Perturbation Theory and Diagram Techniques Large-Scale CI and the Unitary-Group Approach Small Terms in the Hamiltonian Static Properties Dynamic Properties Dynamic properties and Response Theory Propagator and Equation-of-Motion Methods Intermolecular Forces Appendixes: Atomic Orbitals Angular Momentum Symmetry and Group Concepts Relativistic
Abstract
Introductory Survey Mathematical Methods Many-Electron Wavefunctions Spin and Permutation Symmetry Digression: The Electron Distribution Self-Consistent Field Theory Valence Bond Theory Multiconfiguration SCF Theory Perturbation Theory and Diagram Techniques Large-Scale CI and the Unitary-Group Approach Small Terms in the Hamiltonian Static Properties Dynamic Properties and Response Theory Propagator and Equation-of-Motion Methods Intermolecular Forces Appendixes: Atomic Orbitals Angular Momentum Symmetry and Group Concepts Relativistic Terms in the Hamiltonian References Index

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On the definition of local spin in relativistic and nonrelativistic quantum chemistry.

TL;DR: The transition from four-component theory to the two- and one-component Douglas-Kroll-Hess framework with respect to the electronic density is considered and the relevance of spin contamination and the effect of the approximate nature of contemporary density functionals is discussed.
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Vibrational spectroscopy and matrix-site geometries of HArF, HKrF, HXeCl, and HXeI in rare-gas solids

TL;DR: In this paper, the vibrational self-consistent field (VSCF) was used to fit analytical potential surfaces for the HRgY molecules and for the interactions between HR gY and the matrix atoms Rg.
Journal ArticleDOI

Electron spin resonance g tensors from general Hartree–Fock calculations

TL;DR: In this article, the Hartree-Fock (GHF) method is used to calculate the electron spin resonance (ESR) g tensor as a derivative of the energy.

Excitonic couplings and electronic coherence in bridged naphthalene dimers

TL;DR: In this article, the collective electronic oscillator was combined with the oblique Lanczos algorithm to calculate the electronic excitations of naphthalene and a family of bridged naphthylene dimers.
Journal ArticleDOI

On the use of Brillouin-Wigner perturbation theory for many-body systems

TL;DR: The use of Brillouin-Wigner perturbation theory in describing many-body systems is critically re-examined in this paper, where the authors consider the use of perturbations in the context of many body systems.
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