On generalizations of projectivity for modules over Dedekind domains
J Hausen - Journal of the Australian Mathematical Society, 1981 - cambridge.org
A module M over a ring R is κ-projective, κ a cardinal, if M is projective relative to all exact
sequence of R-modules 0→ A→ B→ C→ 0 such that C has a generating set of cardinality …
sequence of R-modules 0→ A→ B→ C→ 0 such that C has a generating set of cardinality …
[PDF][PDF] ON GENERALIZATIONS OF PROJECTrVITY FOR MODULES OVER DEDEKIND DOMAINS
J HAUSEN - 1981 - scholar.archive.org
A module M over a ring R is K-projective, K a cardinal, if M is projective relative to all exact
sequence of/{-modules 0—>. 4—> B-» C-» 0 such that C has a generating set of cardinality …
sequence of/{-modules 0—>. 4—> B-» C-» 0 such that C has a generating set of cardinality …