A variational method for relativistic computations in atomic and molecular physics
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Date
2003Dewey
AnalyseSujet
quantum chemistry; relativistic quantum mechanics; relativistic models for atoms and molecules; computational methods; ab initio methods; basis sets; B-splines; Dirac operators; effective Hamiltonians; Variational methods; min–max; minimization; continuous spectrum; eigenvalues; Rayleigh–Ritz technique; minimization; variational collapse; spurious states; two components spinorsJournal issue
International Journal of Quantum ChemistryVolume
93Number
3Publication date
2003Article pages
149-155Publisher
WileyCollections
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Dolbeault, Jean
Esteban, Maria J.
Séré, Eric