Units in the Modular Function Field. II. A full Set of Units.
Units in the Modular Function Field. III. Distribution Relations.
Units in the Modular Function Field. IV. The Siegel Functions are Generators.
Units in the Modular Function Field. V. Iwasawa Theory in the Modular Tower.
Units with norm - 1 and signatures of units.
Universal normal bases for the abelian closure of the field of rational numbers
Unramified quaternion extensions of quadratic number fields
Classical results of Rédei, Reichardt and Scholz show that unramified cyclic quartic extensions of quadratic number fields correspond to certain factorizations of its discriminant disc . In this paper we extend their results to unramified quaternion extensions of which are normal over , and show how to construct them explicitly.
Untersuchungen über relativ Abelsche Zahlkörper.
Untersuchungen zur Einheitengruppe in den totalkomplexen algebraischen Zahlkörpern sechsten Grades (über P) im Rahmen der ?Theorie der Netze".
Upper bounds for an Iwasawa invariant
Upper bounds for class numbers of real quadratic fields
Upper bounds for the coefficients of irreducible integer polynomials in several variables