On rings with trivial torsion parts
L Bican, P Jambor, T Kepka, P Němec - Bulletin of the Australian …, 1973 - cambridge.org
On rings with trivial torsion parts Page 1 BULL. AUSTRAL. MATH. SOC. I8A40 VOL. 9 (1973),
275-290. (I6AI2 ' 16A32) On rings with trivial torsion parts L. Bican, P. Jambor, T. Kepka, P …
275-290. (I6AI2 ' 16A32) On rings with trivial torsion parts L. Bican, P. Jambor, T. Kepka, P …
Rings whose modules form few torsion classes
BJ Gardner - Bulletin of the Australian Mathematical Society, 1971 - cambridge.org
Rings whose modules form few torsion classes Page 1 BULL. AUSTRAL. MATH. SOC. MOS
I8E40, I6A64, I6A2I VOL. 4 (1971), 355-359. Rings whose modules form few torsion classes …
I8E40, I6A64, I6A2I VOL. 4 (1971), 355-359. Rings whose modules form few torsion classes …
A characterization of perfect rings
V Dlab - Pacific Journal of Mathematics, 1970 - msp.org
JP Jans has shown that if a ring R is right perfect, then a certain torsion in the category Mod
R of left R-modules is closed under taking direct products. Extending his method, JS Alin …
R of left R-modules is closed under taking direct products. Extending his method, JS Alin …
Finitely hereditary torsion theories
T Ikeyama - Communications in Algebra, 1982 - Taylor & Francis
In the previous paper [g] we have introduced the notion of a cyclic-hereditary torsion class
for the category mod-R of unital right R-modules over a ring R with unit as a torsion class …
for the category mod-R of unital right R-modules over a ring R with unit as a torsion class …
Modules with unique closure relative to a torsion theory
S Dogruoz, A Harmanci… - CANADIAN …, 2010 - avesis.hacettepe.edu.tr
Modules with Unique Closure Relative to a Torsion Theory | AVESİS Hacettepe Üniversitesi
Akademik Veri Yönetim Sistemi Araştırmacı Girişi English Detaylı Arama Ana Sayfa Son …
Akademik Veri Yönetim Sistemi Araştırmacı Girişi English Detaylı Arama Ana Sayfa Son …
Some properties of commutative ring extensions
E Matlis - Illinois Journal of Mathematics, 1987 - projecteuclid.org
Throughout this paper R will be a commutative ring with one, and all R-modules will be
unitary. Our purpose is to study commutative ring exten-sions S of R. As a key tool in our …
unitary. Our purpose is to study commutative ring exten-sions S of R. As a key tool in our …
[图书][B] Singular torsion and the splitting properties
KR Goodearl - 1972 - books.google.com
This paper is concerned with studying necessary and sufficient conditions on a ring [italic] R
such that for certain classes of right [italic] R-modules, the singular submodule of any …
such that for certain classes of right [italic] R-modules, the singular submodule of any …
Commutative rings over which all torsion theories are hereditary
K Ohtake - Communications in Algebra, 1981 - Taylor & Francis
Commutative rings over which all torsion theories are hereditary Page 1 COMMUNICATIONS
IN ALGEBRA, 9(15), 1533-1540 (1981) COMMUTATIVE RINGS OVER WHICH ALL TORSION …
IN ALGEBRA, 9(15), 1533-1540 (1981) COMMUTATIVE RINGS OVER WHICH ALL TORSION …
Rings all of whose torsion quasi-injective modules are injective
J Ahsan, E Enochs - Glasgow Mathematical Journal, 1984 - cambridge.org
Throughout this paper it is assumed that rings are associative, have the identity element,
and all modules are left unital. R will denote a ring with identity, R-Mod the category of left R …
and all modules are left unital. R will denote a ring with identity, R-Mod the category of left R …
Extensions of semi-hereditary rings
MW Evans - Journal of the Australian Mathematical Society, 1977 - cambridge.org
Hattori (1960) defined a right R-module A to be torsion-free if for all a∈ A and x∈ R, ax= 0
implies that there exist elements {x1, x2,…, xn}⊆ R with xix= 0 for all 1≦ i≦ n and {a1 …
implies that there exist elements {x1, x2,…, xn}⊆ R with xix= 0 for all 1≦ i≦ n and {a1 …