Multiplicities of semidualizing modules
SM Cooper, S Sather-Wagstaff - Communications in Algebra, 2013 - Taylor & Francis
A finitely generated module C over a commutative noetherian ring R is semidualizing if Hom
R (C, C)≅ R and for all i≥ 1. For certain local Cohen–Macaulay rings (R, 𝔪), we verify the …
R (C, C)≅ R and for all i≥ 1. For certain local Cohen–Macaulay rings (R, 𝔪), we verify the …
[引用][C] Multiplicities of Semidualizing Modules
SM Cooper, S Sather-Wagstaff - Communications in Algebra, 2013 - cir.nii.ac.jp
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Multiplicities of semidualizing modules
SM Cooper, S Sather-Wagstaff - arXiv e-prints, 2010 - ui.adsabs.harvard.edu
A finitely generated module C over a commutative noetherian ring R is semidualizing if
Hom_R (C, C)\cong R and Ext^ i_R (C, C)= 0 for all i\geq 1. For certain local Cohen …
Hom_R (C, C)\cong R and Ext^ i_R (C, C)= 0 for all i\geq 1. For certain local Cohen …
Multiplicities of semidualizing modules
SM Cooper, S Sather-Wagstaff - arXiv preprint arXiv:1001.2632, 2010 - arxiv.org
A finitely generated module C over a commutative noetherian ring R is semidualizing if
Hom_R (C, C)\cong R and Ext^ i_R (C, C)= 0 for all i\geq 1. For certain local Cohen …
Hom_R (C, C)\cong R and Ext^ i_R (C, C)= 0 for all i\geq 1. For certain local Cohen …
Multiplicities of Semidualizing Modules
SM Cooper, S Sather-Wagstaff - Communications in Algebra, 2013 - ingentaconnect.com
A finitely generated module C over a commutative noetherian ring R is semidualizing if Hom
R (C, C)≅ R and for all i≥ 1. For certain local Cohen–Macaulay rings (R,), we verify the …
R (C, C)≅ R and for all i≥ 1. For certain local Cohen–Macaulay rings (R,), we verify the …