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Gruppentheorie und ihre Anwendung auf die Quantenmechanik der Atomspektren
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Author(s):
Eugen Wigner
Publication date
(Print):
1931
Publisher:
Vieweg+Teubner Verlag
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Author and book information
Book
ISBN (Print):
978-3-663-00642-8
ISBN (Electronic):
978-3-663-02555-9
Publication date (Print):
1931
DOI:
10.1007/978-3-663-02555-9
SO-VID:
9173a9c7-4dd0-478f-bfc6-52aafd1421af
License:
http://www.springer.com/tdm
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Book chapters
pp. 1
Vektoren und Matrizen
pp. 13
Verallgemeinerungen
pp. 22
Hauptachsentransformation
pp. 34
Grundlagen der Quantenmechanik
pp. 44
Störungstheorie
pp. 51
Transformationstheorie und Grundlinien der statistischen Deutung der Quantenmechanik
pp. 63
Abstrakte Gruppentheorie
pp. 73
Normalteiler
pp. 79
Allgemeine Darstellungstheorie
pp. 97
Kontinuierliche Gruppen
pp. 110
Darstellungen und Eigenfunktionen
pp. 120
Algebra der Darstellungstheorie
pp. 133
Die symmetrische Gruppe
pp. 152
Die Drehgruppen
pp. 164
Die Darstellungen der dreidimensionalen reinen Drehgruppe
pp. 184
Die Darstellungen des direkten Produktes
pp. 190
Die Grundzüge der Atomspektren
pp. 209
Auswahlregeln und die Aufspaltung der Spektrallinien
pp. 226
Teilweise Bestimmung der Eigenfunktionen aus ihren Transformationseigenschaften
pp. 236
Das Drehelektron
pp. 254
Die Gesamtquantenzahl
pp. 270
Die Feinstruktur der Spektrallinien
pp. 286
Auswahl- und Intensitätsregeln bei Mitberücksichtigung des Spins
pp. 306
Das Aufbauprinzip
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