Generalizations of principally injective rings

SS Page, Y Zhou - Journal of Algebra, 1998 - Elsevier
A ringRis said to be rightP-injective if every homomorphism of a principal right ideal toRis
given by left multiplication by an element ofR. This is equivalent to saying thatlr (a)= Rafor …

[PDF][PDF] Generalizations of Principally Injective RingsU

SS Page, Y Zhou - JOURNAL OF ALGEBRA, 1998 - academia.edu
A ring R is said to be right P-injective if every homomorphism of a principal right ideal to R is
given by left multiplication by an element of R. This is Ž. equivalent to saying that lr as Ra for …

Generalizations of Principally Injective Rings

SS Page, Y Zhou - Journal of Algebra, 1998 - infona.pl
A ringRis said to be rightP-injective if every homomorphism of a principal right ideal toRis
given by left multiplication by an element ofR. This is equivalent to saying thatlr (a)= Rafor …

[PDF][PDF] Generalizations of Principally Injective Rings U

SS Page, Y Zhou - JOURNAL OF ALGEBRA, 1998 - core.ac.uk
A ring R is said to be right P-injective if every homomorphism of a principal right ideal to R is
given by left multiplication by an element of R. This is Ž. equivalent to saying that lr as Ra for …

Generalizations of Principally Injective Rings

SS Page, Y Zhou - Journal of Algebra, 1998 - infona.pl
A ringRis said to be rightP-injective if every homomorphism of a principal right ideal toRis
given by left multiplication by an element ofR. This is equivalent to saying thatlr (a)= Rafor …