Subrings of self-injective and FPF rings
C Faith - Springer
We say that a ring K is (right) split by a subring A provided that A is an (right) A-module direct
summand of K. Then K is said to be a split extension of A. By a theorem of Azumaya [lJ, a …
summand of K. Then K is said to be a split extension of A. By a theorem of Azumaya [lJ, a …
SUBRINGS OF SELF-INJECTIVE AND FPF RINGS
C Faith - Advances in Non-Commutative Ring Theory …, 2006 - books.google.com
We say that a ring K is (right) split by a subring A provided that A is an (right) A-module direct
summand of K. Then K is said to be a split extension of A. By a theorem of Azumaya [1], a …
summand of K. Then K is said to be a split extension of A. By a theorem of Azumaya [1], a …
Subrings of self-injective and FPF rings
C Faith - Advances in Non-Commutative Ring Theory - infona.pl
We say that a ring K is (right) split by a subring A provided that A is an (right) A-module direct
summand of K. Then K is said to be a split extension of A. By a theorem of Azumaya [1], a …
summand of K. Then K is said to be a split extension of A. By a theorem of Azumaya [1], a …