New Electron Correlation Methods and their Applications, and Use of Atomic Orbitals with Exponential Asymptotes

New Electron Correlation Methods and their Applications, and Use of Atomic Orbitals with Exponential Asymptotes

Musial, Monika; Hoggan, Philip E.

Elsevier Science Publishing Co Inc

09/2021

352

Dura

Inglês

9780128235461

15 a 20 dias

450

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Analytic gradients; Anharmonic; Atoms; Average values; B functions; Basis-set dependence; Born-Oppenheimer potential; Bunge's interpretation; Complex Gaussian; Configuration interaction; Configuration state functions; Continuum states; Convolution integrals; Copenhagen interpretation; Couple cluster theory; coupled cluster theory; Coupled-cluster; Density matrix cumulants; Diatomic molecules; Dipole polarizability; Double electron affinity; E-Hy-CI; Electron affinity; Electron correlation; Embedding methods; Equation-of-motion coupled cluster method; Excited states; Explicit correlation; Explicitly correlated methods; Exponentially correlated Hylleraas-configuration interaction; Extremely localized molecular orbitals (ELMOs); Fock space coupled cluster method; Fourier transformation; Generalized Sturmian functions; Ground-state; Hy-CI; Hydrogen molecule; Hydrogen production; Infrared; Ionization potential; Jastrow cutoff radii; KH molecule; KH+ molecular ion; Linear and nonlinear orders; Local approximations; Molecular integrals; Molecular Properties; Molecules; Nonrepresentational framework; Oganesson; Perturbation theory; Photoionization; Photonic framework; Polarization propagator; Popper's theses; Potential energy curves; Prolate spheroidal coordinates; QM/ELMO technique; QM/QM' strategies; Quantum mechanics and consciousness; Realist interpretation; Reduced Bessel functions; Reduced generic Jastrow; Relativistic methods; Response theory; Selected configuration interaction; Selective; Slater-type orbitals (STOs); Spectral methods; Spectroscopic constants; Spin adaptation; Superheavy elements; TDDFT; transition probabilities; Two-range addition theorems; Valence excited states; VMC energy minima; VPT2; XCC theory