Cotilting modules over tame hereditary algebras
AB Buan, H Krause - Pacific journal of mathematics, 2003 - msp.org
For a left noetherian ring, we establish a bijective correspondence between equivalence
classes of cotilting-modules which are not necessarily finitely generated, and torsion pairs …
classes of cotilting-modules which are not necessarily finitely generated, and torsion pairs …
[PDF][PDF] COTILTING MODULES OVER TAME HEREDITARY ALGEBRAS
AB Buan, H Krause - PACIFIC JOURNAL OF MATHEMATICS, 2003 - scholar.archive.org
For a left noetherian ring Λ, we establish a bijective correspondence between equivalence
classes of cotilting Λ-modules which are not necessarily finitely generated, and torsion pairs …
classes of cotilting Λ-modules which are not necessarily finitely generated, and torsion pairs …
[引用][C] Cotilting modules over tame hereditary algebras
AB BUAN, H KRAUSE - Pacific journal of mathematics, 2003 - pascal-francis.inist.fr
Cotilting modules over tame hereditary algebras CNRS Inist Pascal-Francis CNRS Pascal
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COTILTING MODULES OVER TAME HEREDITARY ALGEBRAS
AB Buan, H Krause - SUPPORTING INSTITUTIONS, 2006 - msp.org
For a left noetherian ring Λ, we establish a bijective correspondence between equivalence
classes of cotilting Λ-modules which are not necessarily finitely generated, and torsion pairs …
classes of cotilting Λ-modules which are not necessarily finitely generated, and torsion pairs …
[PDF][PDF] COTILTING MODULES OVER TAME HEREDITARY ALGEBRAS
AB Buan, H Krause - PACIFIC JOURNAL OF MATHEMATICS, 2003 - Citeseer
For a left noetherian ring Λ, we establish a bijective correspondence between equivalence
classes of cotilting Λ-modules which are not necessarily finitely generated, and torsion pairs …
classes of cotilting Λ-modules which are not necessarily finitely generated, and torsion pairs …
[PDF][PDF] COTILTING MODULES OVER TAME HEREDITARY ALGEBRAS
AB Buan, H Krause - PACIFIC JOURNAL OF MATHEMATICS, 2003 - scholar.archive.org
For a left noetherian ring Λ, we establish a bijective correspondence between equivalence
classes of cotilting Λ-modules which are not necessarily finitely generated, and torsion pairs …
classes of cotilting Λ-modules which are not necessarily finitely generated, and torsion pairs …