Charakterisierungen der primitiven Klassen arithmetischer Ringe.
Classification of Bass orders.
Classification of the completely primary totally ramified orders of finite lattice type.
Clifford k-algebras and k*-groups.
Cohen-Macaulay modules over two-dimensional graph orders
For a split graph order ℒ over a complete local regular domain of dimension 2 the indecomposable Cohen-Macaulay modules decompose - up to irreducible projectives - into a union of the indecomposable Cohen-Macaulay modules over graph orders of type •—• . There, the Cohen-Macaulay modules filtered by irreducible Cohen-Macaulay modules are in bijection to the homomorphisms under the bi-action of the groups , where for a prime π. This problem strongly depends on the nature of . If is regular,...
Corps de nombres algébriques d'anneau d'entiers monogène
Corps gauches dont le groupe des commutateurs n'est pas égal au noyau de la norme réduite
Correction to: Maximal orders of global dimension and Krull dimension two.
Cyclic extensions and crossed-products
D (...)+ and the Arting cokernel.
Darstellbarkeit von ganzen Zahlen durch Quadratsummen in einigen totalreellen Zahlkörpern.
Differentiation and splitting for lattices over orders
We extend our module-theoretic approach to Zavadskiĭ’s differentiation techniques in representation theory. Let R be a complete discrete valuation domain with quotient field K, and Λ an R-order in a finite-dimensional K-algebra. For a hereditary monomorphism u: P ↪ I of Λ-lattices we have an equivalence of quotient categories which generalizes Zavadskiĭ’s algorithms for posets and tiled orders, and Simson’s reduction algorithm for vector space categories. In this article we replace u by a more...
Diskriminanten und Picard-Invarianten freier quadratischer Erweiterungen.
Duality in G-algebras.
Dubrovnic, Valuation Rings and Henselization.
Elementarteilertheorie ?ber Maximalordnungen.
Equivariant brauergroups in algebraic number theory
Extending Group Modules in a Relatively Prime Case.
Extensions galoisiennes d'un corps local à groupes d'inertie cycliques.
Functional equations for Hurwitz series and partial zeta functions of orders.