… for a quasi-projective module whose endomorphism ring has … In the second part, we study
exchange rings with the right … module M with the finite exchange property, the ring EndR(M) …

… endomorphism rings of modules with the finite exchange property ([lo]). We proved that for
any module … ] characterized quasiprojective modules whose endomorphism rings have stable …

… PA is a left exact functor if A is either a quasi-projective module or an E-flat module. We believe
… results have been proved for endomorphism rings of quasi-projective modules and E-flat …

… ring with 1, and X an jβ-module. Then M = … quasi-projective over its endomorphism ring,
is quasi-isomorphic to X®R, where R is a direct sum of Dedekind domains and X is an iέ-module. …

… A module M is called an RZ-module if every simple quotient of M is isomorphic to a … In [9,
Theorem 3.11 it is shown that the endomorphism ring of a C-quasiprojective module M is left …

… Among other results we show that if pV isf .g, quasi - projective , $7 is X-cotossionless and
… We will mainly be concerned with the situatio~l when :( is quasi-projective and fg and we will …

… The module Μ is called quasi-injective if any homomorphism / : TV —• Μ, where TV is an …
of M, is extended to the endomorphism of M. The module Μ is called quasi-projective if for any …

… for it to be a left PF ring or a QF ring. The object of the present paper is to study, more generally,
when the endomorphism ring of a 2-quasi-projective module over any ring R is left QF-3. …

… A commutative ring A is arithmetical if and only if every nitely generated ideal B of A is a
quasi-projective A-module such that all endomorphisms of BA can be extended to the …

… quasiprojective left R-module and S =End(RM) its endomorphism ring (when dealing with
endomorphism rings, we use the convention of writing endomorphisms opposite scalars). If …