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Currently displaying 1 – 2 of 2

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Heckesche Systeme idealer Zahlen und Knesersche Körpererweiterungen

Toma Albu; Florin Nicolae — 1995

Acta Arithmetica

Einleitung. Eine klassische Konstruktion aus der algebraischen Zahlentheorie ist folgende: Zu jedem algebraischen Zahlkörper K kann man ein sogenanntes System idealer Zahlen S zuordnen, welches eine Untergruppe der multiplikativen Gruppe ℂ* der komplexen Zahlen ist derart, daß die Faktorgruppe S/K* in kanonischer Weise isomorph zu der Klassengruppe $C l_{K}$ von K ist. Diese Konstruktion geht auf Hecke [5] zurück und hat folgende wichtige Eigenschaft, die auch bei dem Hilbertschen Klassenkörper zu K vorkommt:...

On the Euler function of Fibonacci numbers.

Luca, Florian; Mejía Huguet, V. Janitzio; Nicolae, Florin — 2009

Journal of Integer Sequences [electronic only]

Page 1

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