Endlich präsentierbare Moduln
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Publication:2535722
DOI10.1007/BF01899297zbMath0184.06501MaRDI QIDQ2535722
Publication date: 1969
Published in: Archiv der Mathematik (Search for Journal in Brave)
Related Items (37)
The defect functor of a homomorphism and direct unions ⋮ New characterizations of S-coherent rings ⋮ Cartier theory with coefficients ⋮ Some remarks on Nonnil-coherent rings and ϕ-IF rings ⋮ Modules \(M\) such that \(\mathrm{Ext}_R^1(M,-)\) commutes with direct limits. ⋮ Modules with chain conditions for finite matrix subgroups ⋮ On Auslander's \(n\)-Gorenstein rings ⋮ Anelli di tipo di rappresentazione finita, di dimensione pura globale zero, e Moduli di Mittag-Leffler ⋮ Interpreting modules in modules ⋮ Global dimension of fully bounded noetherian rings ⋮ Dominant modules and finite localizations ⋮ Representation embeddings, interpretation functors and controlled wild algebras ⋮ Unnamed Item ⋮ On characterizations of w-coherent rings ⋮ Kohärente und noethersche Quasi-Frobenius-Moduln ⋮ Onn-Coherent rings ⋮ Coherence of amalgamations ⋮ Global dimension and left derived functors of Hom. ⋮ New approaches to finite generation of cohomology rings ⋮ On characterizations of w-coherent rings II ⋮ Coherence of polynomial rings and bounds in polynomial ideals ⋮ Relatively flat envelopes ⋮ Rings which have flat injective modules ⋮ Characterizing Serre quotients with no section functor and applications to coherent sheaves ⋮ A homological finiteness criterion ⋮ Rings of pure global dimension zero and Mittag-Leffler modules ⋮ Strong Preinjective Partitions and Representation Type of Artinian Rings ⋮ Homological multiplicities in representation theory of \(p\)-adic groups ⋮ Modules Commuting (Via Hom) with Some Colimits ⋮ Homological algebra for persistence modules ⋮ On coherent rings ⋮ \(\pi\)-flat and \(\pi\)-projective module ⋮ Modules as exact functors ⋮ F-projectivity and flat epimqrphisms ⋮ On rings whose double dual functors preserve monomorphisms ⋮ Coherence relative to an hereditary torsion theory ⋮ Relative coherence and TTF classes
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