… A finitely generated module C over a commutative noetherian ring R is semidualizing if
HomR(C, C) ∼= R … We begin with a general result for modules of infinite projective dimension. …

… projective modules and the Gorenstein flat modules; these are analogues of modules of G-dimension
0 for the non-finitely … finitely generated modules, but consider duality with respect to …

… Namely, for a semidualizing module C, we introduce weakly C-… GC-projective modules and
G-projective modules are related … that finitely generated projective modules and modules in …

… finitely generated modules to the case of arbitrary modules over commutative noetherian rings,
C being a semidualizing … paper about the GC-projective modules and dimension have its …

… When X is the class of projective R-module we write pd … A finitely generated R-module C
is called semidualizing if the natural homothety morphism R → HomR(C, C) is an isomorphism …

… and the Bass class with respect to a semidualizing R–module modulo exact zero–divisors. …
of semidualizing modules. A finite (ie, finitely generated) R–module C is called semidualizing …

… to define the Gorenstein projective modules over a commutative … that R is noetherian and C
is a semidualizing R-module. A … Each finitely generated R-module that is either projective or C…

… -projective, GC-injective and GC-FI-flat module respectively. White introduced in [23] the
GC-projective modules … of M such that each Pi is a finitely generated projective (resp., free). Note …

… and the Bass class with respect to a semidualizing R–module modulo exact zero–divisors. …
semidualizing modules. A finite (ie finitely generated) R–module C is called semidualizing if …

… G-dimension for finitely generated modules over Noetherian rings. … projective modules for
arbitrary modules over a general ring, which is a generalization of finitely generated modules …