When the heart of a faithful torsion pair is a module category

R Colpi, F Mantese, A Tonolo - Journal of Pure and Applied Algebra, 2011 - Elsevier
An abelian category with arbitrary coproducts and a small projective generator is equivalent
to a module category (Mitchell (1964)[17]). A tilting object in an abelian category is a natural …

When the heart of a fatithful torsion pair is a module category

R Colpi, F Mantese, A Tonolo - JOURNAL OF PURE AND APPLIED …, 2011 - iris.univr.it
An abelian category with arbitrary coproducts and a small projective generator is equivalent
to a module category (Mitchell (1964)[17]). A tilting object in an abelian category is a natural …

[PDF][PDF] When the heart of a faithful torsion pair is a module category

R Colpi, F Mantese, A Tonolo - Journal of Pure and Applied Algebra, 2011 - core.ac.uk
An abelian category with arbitrary coproducts and a small projective generator is equivalent
to a module category (Mitchell (1964)[17]). A tilting object in an abelian category is a natural …

[引用][C] When the heart of a faithful torsion pair is a module category

R Colpi, F Mantese, A Tonolo - Journal of Pure and Applied Algebra, 2011 - cir.nii.ac.jp
When the heart of a faithful torsion pair is a module category | CiNii Research CiNii 国立情報学
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When the heart of a faithful torsion pair is a module category

R Colpi, F Mantese, A Tonolo - Journal of Pure and Applied Algebra, 2011 - infona.pl
An abelian category with arbitrary coproducts and a small projective generator is equivalent
to a module category (Mitchell (1964)[17]). A tilting object in an abelian category is a natural …

When the heart of a faithful torsion pair is a module category

R Colpi, F Mantese, A Tonolo - JOURNAL OF PURE AND …, 2011 - research.unipd.it
An abelian category with arbitrary coproducts and a small projective generator is equivalent
to a module category (Mitchell (1964)[17]). A tilting object in an abelian category is a natural …

[PDF][PDF] When the heart of a faithful torsion pair is a module category

R Colpia, F Manteseb, A Tonoloa - Journal of Pure and Applied …, 2011 - academia.edu
An abelian category with arbitrary coproducts and a small projective generator is equivalent
to a module category (Mitchell (1964)[17]). A tilting object in an abelian category is a natural …

[引用][C] When the heart of a faithful torsion pair is a module category

R Colpi, F Mantese, A Tonolo - Journal of pure and applied …, 2011 - dialnet.unirioja.es