Bases normales et constante de l’équation fonctionnelle des fonctions d’Artin
Bases of canonical number systems in quartic algebraic number fields
Canonical number systems can be viewed as natural generalizations of radix representations of ordinary integers to algebraic integers. A slightly modified version of an algorithm of B. Kovács and A. Pethő is presented here for the determination of canonical number systems in orders of algebraic number fields. Using this algorithm canonical number systems of some quartic fields are computed.
Berechnung von Einheiten nach Lagrange.
Boundary conditions for expanding domains