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Die Theorie der Gruppen von Endlicher Ordnung
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Author(s):
Andreas Speiser
Publication date
(Print):
1927
Publisher:
Springer Berlin Heidelberg
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Book
ISBN (Print):
978-3-642-88999-8
ISBN (Electronic):
978-3-642-90855-2
Publication date (Print):
1927
DOI:
10.1007/978-3-642-90855-2
SO-VID:
d49d5034-b487-4f12-9fca-2fbe28333079
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Book chapters
pp. 1
Einleitung
pp. 10
Die Grundlagen
pp. 28
Normalteiler und Faktorgruppen
pp. 46
Abelsche Gruppen
pp. 61
Konjugierte Untergruppen
pp. 64
Sylowgruppen und p-Gruppen
pp. 76
Symmetrien der Ornamente
pp. 98
Die Krystallklassen
pp. 105
Permutationsgruppen
pp. 119
Automorphismen
pp. 136
Monomiale Gruppen
pp. 143
Darstellung der Gruppen durch lineare homogene Substitutionen
pp. 166
Gruppencharaktere
pp. 193
Anwendungen der Theorie der Gruppencharaktere
pp. 204
Arithmetische Untersuchungen über Substitutionsgruppen
pp. 214
Gruppen von gegebenem Grade
pp. 230
Die allgemeinen linearen homogenen Substitutionen und ihre Invarianten und Kovarianten
pp. 240
Gleichungstheorie
pp. 256
Schluß
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