The first volume of this two part series is concerned with the fundamental aspects of relativistic quantum theory, outlining the enormous progress made in the last twenty years in this field. The aim was to create a book such that researchers who become interested in this exciting new field find it useful as a textbook, and do not have to rely on a rather large number of specialized papers published in this area.
Author(s): Peter Schwerdtfeger (Eds.)
Series: Theoretical and Computational Chemistry 11
Publisher: Elsevier, Academic Press
Year: 2002
Language: English
Commentary: 50265
Pages: 1-926
Tags: Физика;Физика твердого тела;Электронные свойства твердых тел;
Content:
Preface
Pages v-viii
Peter Schwerdtfeger
Chapter 1 Tour historique Original Research Article
Pages 1-22
J.P. Desclaux
Chapter 2 The dirac operator Original Research Article
Pages 23-106
Bernd Thaller
Chapter 3 Relativistic self-consistent fields Original Research Article
Pages 107-202
Ian P. Grant, Harry M. Quiney
Chapter 4 Nuclear charge density distributions in quantum chemistry Original Research Article
Pages 203-258
Dirk Andrea
Chapter 5 Basis sets for relativistic calculations Original Research Article
Pages 259-290
Knut F˦gri Jr, Kenneth G. Dyall
Chapter 6 Post dirac-hartree-fock methods-electron correlation Original Research Article
Pages 291-331
Lucas Visscher
Chapter 7 Post Dirac-Hartree-Fock methods—properties Original Research Article
Pages 332-400
Trond Saue
Chapter 8 QED theory of atoms Original Research Article
Pages 401-467
L.N. Labzowsky, Igor Goidenko
Chapter 9 Parity violation Original Research Article
Pages 468-522
J. Sapirstein
Chapter 10 Relativistic density functional theory: Foundations and basic formalism Original Research Article
Pages 523-621
E. Engel
Chapter 11 Two-component methods and the generalised Douglas-Kroll transformation Original Research Article
Pages 622-663
Alexander Wolf, Markus Reiher, Bernd A. Hess
Chapter 12 Perturbation theory of relativistic effects Original Research Article
Pages 664-757
Werner Kutzelnigg
Chapter 13 Perturbation theory based on quasi-relativistic hamiltonians Original Research Article
Pages 758-792
D. Sundholm
Chapter 14 Relativistic effective core potentials Original Research Article
Pages 793-862
M. Dolg
Chapter 15 Relativistic solid state theory Original Research Article
Pages 863-918
N.E. Christensen
Index
Pages 919-926
