On rings whose simple modules are injective

On semi-artinian modules and injectivity conditions

“…= P[" = !/<", where K n = K for each n^l . Then R is a commutative self-injective von Neumann regular ring, so that R is semi-noetherian (being a K-ring), by [20,Theorem 2.1]. However, R is not semi-artinian by Lemma 1 (1).…”

Poor Modules: The Opposite of Injectivity

“…Right GV rings were introduced in [10] and are discussed in [4]. References on these various related topics include [2,3,4,7,12]. …”

On semiprime P.I.-algebras over commutative regular rings

“…The equivalence of (ii) and (iii) is [10,Theorem 6.3] while the equivalence of (iii) and (iv) is [12,Theorem 2.3].…”