[PDF][PDF] On modules with lifting properties
M Harada - 1982 - projecteuclid.org
We have studied the Hiking property on a direct sum of completely indecomposable and
cyclic hollow modules over a ring R in [8]. In this note, we shall define the lifting property of …
cyclic hollow modules over a ring R in [8]. In this note, we shall define the lifting property of …
[引用][C] On modules with lifting properties
M Harada - Osaka J. Math., 1982 - dml.mathdoc.fr
On modules with lifting properties logo dml Revues Livres Sources Tout Tout Auteur Titre
Bibliographie Inclure les e-prints dans la recherche (arXiv, HAL) Rechercher Osaka J. Math …
Bibliographie Inclure les e-prints dans la recherche (arXiv, HAL) Rechercher Osaka J. Math …
[PDF][PDF] On modules with lifting properties
M Harada - Osaka Journal of Mathematics, 1982 - ir.library.osaka-u.ac.jp
We have studied the Hiking property on a direct sum of completely indecomposable and
cyclic hollow modules over a ring R in [8]. In this note, we shall define the lifting property of …
cyclic hollow modules over a ring R in [8]. In this note, we shall define the lifting property of …
On modules with lifting properties
H Manabu - Osaka Journal of Mathematics, 1982 - cir.nii.ac.jp
抄録 We have studied the lifiting property on a direct sum of completely indecomposable and
cyclic hollow modules over a ring R in [8]. In this note, we shall define the lifting property of …
cyclic hollow modules over a ring R in [8]. In this note, we shall define the lifting property of …
ON MODULES WITH LIFTING PROPERTIES
M HARADA - Osaka J. Math, 1982 - projecteuclid.org
We have studied the Hiking property on a direct sum of completely indecomposable and
cyclic hollow modules over a ring R in [8]. In this note, we shall define the lifting property of …
cyclic hollow modules over a ring R in [8]. In this note, we shall define the lifting property of …
[PDF][PDF] ON MODULES WITH LIFTING PROPERTIES
M HARADA - Osaka J. Math, 1982 - dlisv03.media.osaka-cu.ac.jp
We have studied the Hiking property on a direct sum of completely indecomposable and
cyclic hollow modules over a ring R in [8]. In this note, we shall define the lifting property of …
cyclic hollow modules over a ring R in [8]. In this note, we shall define the lifting property of …
[PDF][PDF] ON MODULES WITH LIFTING PROPERTIES
M HARADA - Osaka J. Math, 1982 - dlisv03.media.osaka-cu.ac.jp
We have studied the Hiking property on a direct sum of completely indecomposable and
cyclic hollow modules over a ring R in [8]. In this note, we shall define the lifting property of …
cyclic hollow modules over a ring R in [8]. In this note, we shall define the lifting property of …