scientific article; zbMATH DE number 3273229
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Publication:5557972
zbMath0171.28301MaRDI QIDQ5557972
Publication date: 1959
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Modular and p-adic integral representations of a direct product of groups ⋮ Saint Petersburg school of the theory of linear groups. I: Prehistory ⋮ Torsionfree Abelian groups of finite rank and their direct decompositions ⋮ Representations of finite \(p\)-groups over the ring of formal power series with integral \(p\)-adic coefficients ⋮ Several remarks on integral representations of finite groups ⋮ Hereditary orders ⋮ Ideals of an abelian p-extension of an irregular local field as Galois modules ⋮ Structure of the group of principal units in a cyclic \(p\)-extension of a local field ⋮ Ideals of an Abelian p-extension of a local field as Galois modules ⋮ Non-nilpotent elements of cohomology rings ⋮ Orders, all of whose representations are completely resolvable ⋮ On the Krull-Schmidt theorem for the representation of groups over P- integer number rings ⋮ Über Analoga der Chevalleyschen Moduln in der Hochschildschen Kohomologietheorie ⋮ Representations of third-order matrix rings ⋮ Tensor products of irreducible integral \(p\)-adic representations of finite groups
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