Ein Beitrag zur Arithmetik der Bernoullischen Zahlen imaginär-quadratischer Zahlkörper.
Ein Kriterium für die algebraischen Zahlen
Ein v. Staudt-Clausenscher Satz für periodische Bernoullizahlen.
Eine Anwendung der Selbergschen Siebmethode in algebraischen Zahlkörpern
Eisenstein's theorem on power series expansions of algebraic functions
El Famoso Polinomio Generador De Primos De Euler Y El Numero De Clase De Los Cuerpos Cuadraticos Imaginarios.
Elimination theory for the ring of algebraic integers.
Ensembles de Julia et propriétés de localisation des entiers algbériques.
Entiers algébriques dont les conjugués sont proches du cercle unité
Equivariant Euler characteristics and sheaf resolvents
For certain tame abelian covers of arithmetic surfaces we obtain formulas, involving a quadratic form derived from intersection numbers, for the equivariant Euler characteristics of both the canonical sheaf and also its square root. These formulas allow us to carry out explicit calculations; in particular, we are able to exhibit examples where these two Euler characteristics and that of the structure sheaf are all different and non-trivial. Our results are obtained by using resolvent techniques...
Erweiterung eines Satzes von Schinzel über Potenzreste
Existentially closed domains with radical relations.
Explicit construction of integral bases of radical function fields
We give an explicit construction of an integral basis for a radical function field , where , under the assumptions and . The field discriminant of is also computed. We explain why these questions are substantially easier than the corresponding ones in number fields. Some formulae for the -signatures of a radical function field are also discussed in this paper.
Explicit forms of Kummer's complementary theorems to his law of quintic reciprocity.