Über \({\mathfrak p}\)-adische Schiefkörper und ihre Bedeutung für die Arithmetik hyperkomplexer Zahlsysteme

From MaRDI portal
Publication:1565524

DOI10.1007/BF01457954zbMath0001.19805MaRDI QIDQ1565524

Helmut Hasse

Publication date: 1931

Published in: Mathematische Annalen (Search for Journal in Brave)

Full work available at URL: https://eudml.org/doc/159481




Related Items

Explicit local reciprocity for tame extensionsOn the history of the arithmetic of algebras (1843--1932)Riemann-Rochscher Satz und \(Z\)-Funktion im Hyperkomplexen.Über absolute Idealklassengruppen und Einheiten in algebraischen Zahlkörpern.Realizing deformations of curves using Lubin-Tate formal groupsTotally Ramified Valuations on Finite-Dimensional Division AlgebrasLokalkompakte Fastkörper. (Locally compact nearfields)Über die \(\zeta\)-Funktion einfacher hyperkomplexer SystemeHasse invariant for the tame Brauer group of a higher local fieldUnnamed ItemOn the Derivations in Maximal Orders of Simple AlgebrasConstruction of locally compact near-fields from \(\mathfrak{p}\)-adic division algebrasMatrices of rational integersBeyond class field theory: Helmut Hasse's arithmetic in the theory of algebras in early 1931Hereditary ordersA delicate collaboration: Adrian Albert and Helmut Hasse and the principal theorem in division algebras in the early 1930's.Projektive Inzidenzgruppen mit normaler PartitionUniform distribution classifiedThe works of Claude Chevalley on class field theory: an introductionLocally conjugate ringsOn the Riemann-Roch theorem for orders in the ring of valuation vectors of a function fieldRepresentations of completely decomposable ringsCohomologies of maximal order of simple central algebrasHigher dimensional cohomology groups in generalized quaternion algebrasMultiplicative Ideal Theory in Noncommutative RingsRepresentation of rings lying in a matrix algebra of second orderRichard D. BrauerChiungtze C. Tsen (1898-1940) and Tsen's theoremsIndecomposable second-order matrix rings with a finite number of Bass representationsSystems of lattices in vector spaces and their invariants1Über absolute Idealklassengruppen und Einheiten in algebraischen ZahlkörpernRiemann-Rochscher Satz und \(Z\)-Funktion im HyperkomplexenA historical perspective of the theory of isotopismsÜber die \(\zeta\)-Funktion einfacher hyperkomplexer Systeme.Konstruktion lokalkompakter Fastkörper. (Construction of locally compact nearfields)