Given modules RM and AR, RM is said to be absolutely AR-pure if A⊗ M→ A⊗ B is a
monomorphism for every extension RB of RM. For a module AR, the absolutely pure domain …

Given modules MR and A (R), MR is said to be absolutely A (R)-pure if A circle times M-> A
circle times B is a monomorphism for every extension BR of MR. For a module AR, the …

Given modules and, is said to be absolutely-pure if is a monomorphism for every extension
of. For a module, the absolutely pure domain of is defined to be the collection of all modules …

An alternative perspective on flatness of modules Toggle navigation Login Toggle
navigation View Item DSpace Home 6-ULUSAL ve ULUSLARARASI İNDEKSLERDE BEÜ …

Given modules RM and AR, RM is said to be absolutely AR-pure if A⊗ M→ A⊗ B is a
monomorphism for every extension RB of RM. For a module AR, the absolutely pure domain …