On splitting in hereditary torsion theories
R Bernhardt - Pacific Journal of Mathematics, 1971 - msp.org
Let (𝒯, ℱ) denote a hereditary torsion theory for the category of modules over a ring R. In this
paper the splitting of projective modules is studied, and it is shown that this is not equivalent …
paper the splitting of projective modules is studied, and it is shown that this is not equivalent …
[PDF][PDF] ON SPLITTING IN HEREDITARY TORSION THEORIES
RL BERNHARDT - PACIFIC JOURNAL OF MATHEMATICS, 1971 - scholar.archive.org
Let (J^~, J?~) denote a hereditary torsion theory for the category of modules over a ring R. In
this paper the splitting of projective modules is studied, and it is shown that this is not …
this paper the splitting of projective modules is studied, and it is shown that this is not …
[PDF][PDF] ON SPLITTING IN HEREDITARY TORSION THEORIES
RL BERNHARDT - PACIFIC JOURNAL OF MATHEMATICS, 1971 - Citeseer
Let (J^~, J?~) denote a hereditary torsion theory for the category of modules over a ring R. In
this paper the splitting of projective modules is studied, and it is shown that this is not …
this paper the splitting of projective modules is studied, and it is shown that this is not …
ON SPLITTING IN HEREDITARY TORSION THEORIES
RL BERNHARDT - PACIFIC JOURNAL OF MATHEMATICS, 1971 - projecteuclid.org
Let (J^~, J?~) denote a hereditary torsion theory for the category of modules over a ring R. In
this paper the splitting of projective modules is studied, and it is shown that this is not …
this paper the splitting of projective modules is studied, and it is shown that this is not …
[引用][C] On splitting in hereditary torsion theories.
RL Bernhardt - Pacific J. Math., 1971 - dml.mathdoc.fr
On splitting in hereditary torsion theories. logo dml Revues Livres Sources Tout Tout Auteur
Titre Bibliographie Inclure les e-prints dans la recherche (arXiv, HAL) Rechercher Pacific J …
Titre Bibliographie Inclure les e-prints dans la recherche (arXiv, HAL) Rechercher Pacific J …
ON SPLITTING IN HEREDITARY TORSION THEORIES
RL BERNHARDT - SUPPORTING INSTITUTIONS, 1971 - msp.org
Let (J^~, J?~) denote a hereditary torsion theory for the category of modules over a ring R. In
this paper the splitting of projective modules is studied, and it is shown that this is not …
this paper the splitting of projective modules is studied, and it is shown that this is not …
[PDF][PDF] On splitting in hereditary torsion theories.
RL Bernhardt - 1971 - projecteuclid.org
Let (J^~, J?~) denote a hereditary torsion theory for the category of modules over a ring R. In
this paper the splitting of projective modules is studied, and it is shown that this is not …
this paper the splitting of projective modules is studied, and it is shown that this is not …