One-Dimensional Rings of Finite Representation Type (original) (raw)

1 On semiprimary rings of finite global dimension

Manuel Saorín

2003

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Bounds for one-dimensional rings of finite cohen-macaulay type

Roger Wiegand

Journal of Pure and Applied Algebra, 1994

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A note on indecomposable modules

J. Krempa

Rendiconti del Circolo Matematico di Palermo, 1988

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On algebras of finite representation type

Spencer E Dickson

Transactions of The American Mathematical Society, 1969

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Torsion-free modules of finite balanced-projective dimension over valuation domains

Loyiso G Nongxa

Journal of Pure and Applied Algebra, 2001

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Direct-sum behavior of modules over one-dimensional rings

Roger Wiegand

Commutative Algebra, 2010

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Indecomposable modules of large rank over Cohen-Macaulay local rings

Roger Wiegand

Transactions of The American Mathematical Society, 2008

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Torsion-free modules of finite rank over a discrete valuation ring

Kulumani Rangaswamy, Manfred Dugas

Journal of Algebra, 2004

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Rings with Indecomposable Right Modules Local

Surjeet Singh

Taiwanese Journal of Mathematics, 2010

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Rings with finite reduced rank

John A Beachy

Communications in Algebra, 1982

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A Rank Two Indecomposable Projective Module over a Noetherian Domain of Krull Dimension One

Timothy Hodges

Bulletin of the London Mathematical Society, 1987

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Large indecomposable modules over local rings

Roger Wiegand

Journal of Algebra, 2006

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Artinian modules and modules of which all proper submodules are finitely generated

David Lantz

Journal of Algebra, 1985

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Connections between Representation-Finite and K\"othe Rings

Alireza Nasr-Isfahani

arXiv (Cornell University), 2017

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Torsionfree dimension of modules and self-injective dimension of rings

Zhaoyong Huang

Osaka Journal of Mathematics, 2012

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k-torsionless modules with finite Gorenstein dimension

Maryam Salimi

Czechoslovak Mathematical Journal, 2012

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Big indecomposable modules and direct-sum relations

Roger Wiegand

Illinois Journal of Mathematics - ILL J MATH, 2007

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On rings each of whose finitely generated modules is a direct sum of cyclic modules

mahmood behboodi

arXiv: Rings and Algebras, 2012

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Direct-Sum Decompositions over Local Rings

Roger Wiegand

Journal of Algebra, 2001

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Modules with Semi-Local

Dolors Herbera

2010

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Modules with semi-local endomorphism ring

Dolors Herbera

Proceedings of the American Mathematical Society, 1995

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Torsion Free and Projective Modules

Hyman Bass

Transactions of The American Mathematical Society, 1962

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Commutative rings whose finitely generated modules are direct sums of cyclics

Roger Wiegand

Lecture Notes in Mathematics, 1977

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Faithful Torsion Modules and Rings

Ryan C Schwiebert

2011

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Maximal torsion radicals over rings with finite reduced bank

John A Beachy

Lecture Notes in Mathematics, 1982

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On Locally Finite Modules

Ayanbek Mekei

Journal of Mathematical Sciences, 2005

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On the existence of , -modules of finite type

Gregg Zuckerman

Duke Mathematical Journal, 2004

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On rings over which every finitely generated module is a direct sum of cyclic modules

mahmood behboodi

Hacettepe Journal of Mathematics and Statistics, 2015

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Constructing Big Indecomposable Modules

Andrew Crabbe

2013

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Rings whose finitely generated modules are direct sums of cyclics

Roger Wiegand

Journal of Algebra, 1974

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The structure of torsion-free rings (Preliminary communication)

Vlastimil Dlab

Commentationes Mathematicae Universitatis Carolinae, 1968

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Modules with Finitely Many Submodules

Ergün Yaraneri

Algebra Colloquium, 2016

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On rings whose modules have nonzero homomorphisms to nonzero submodules

Mohamad reza Vedadi

Publicacions Matemàtiques, 2013

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On Intermediate Rings Which Are Finitely Generated Modules Over a Noetherian Ring

12A4 37. Lưu Phương Thảo

2021

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Modules over Non-Noetherian Domains

Laszlo Fuchs

Mathematical Surveys and Monographs, 2000

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