Rings whose pure-injective right modules are direct sums of lifting modules

PAG Asensio, DK Tütüncü - Journal of Algebra, 2013 - Elsevier
It is shown that every pure-injective right module over a ring R is a direct sum of lifting
modules if and only if R is a ring of finite representation type and right local type. In …
被引用次数：4 相关文章

RINGS WHOSE PURE-INJECTIVE RIGHT MODULES ARE DIRECT SUMS OF LIFTING MODULES

PAG Asensio, DK Tütüncü - RECENT TRENDS IN RINGS AND ALGEBRAS. 2013 - um.es
Let R be an associative ring with identity. A module M is called lifting if for every submodule
N of M there exists a direct sum decomposition M= M1⊕ M2 with M1≤ N and N∩ M2 small …

Rings whose pure-injective right modules are direct sums of lifting modules

PAG Asensio, DK Tütüncü - Journal of Algebra, 2013 - infona.pl
It is shown that every pure-injective right module over a ring R is a direct sum of lifting
modules if and only if R is a ring of finite representation type and right local type. In …

Rings whose pure-injective right modules are direct sums of lifting modules

D GUIL ASENSIO, D Tutuncu - JOURNAL OF ALGEBRA, 2013 - avesis.hacettepe.edu.tr
It is shown that every pure-injective right module over a ring R is a direct sum of lifting
modules if and only if R is a ring of finite representation type and right local type. In …

RINGS WHOSE PURE-INJECTIVE RIGHT MODULES ARE DIRECT SUMS OF LIFTING MODULES

PAG Asensio, DK Tütüncü - RECENT TRENDS IN RINGS AND ALGEBRAS … - academia.edu
Let R be an associative ring with identity. A module M is called lifting if for every submodule
N of M there exists a direct sum decomposition M= M1⊕ M2 with M1≤ N and N∩ M2 small …

RINGS WHOSE PURE-INJECTIVE RIGHT MODULES ARE DIRECT SUMS OF LIFTING MODULES

PAG Asensio, DK Tütüncü - um.es
Let R be an associative ring with identity. A module M is called lifting if for every submodule
N of M there exists a direct sum decomposition M= M1⊕ M2 with M1≤ N and N∩ M2 small …