Approximations by maximal Cohen–Macaulay modules
H Holm - Pacific Journal of Mathematics, 2015 - msp.org
Auslander and Buchweitz have proved that every finitely generated module over a Cohen–
Macaulay (CM) ring with a dualizing module admits a so-called maximal CM approximation …
Macaulay (CM) ring with a dualizing module admits a so-called maximal CM approximation …
APPROXIMATIONS BY MAXIMAL COHEN–MACAULAY MODULES
H HOLM - msp. org/pjm, 2015 - msp.org
Auslander and Buchweitz have proved that every finitely generated module over a Cohen–
Macaulay (CM) ring with a dualizing module admits a socalled maximal CM approximation …
Macaulay (CM) ring with a dualizing module admits a socalled maximal CM approximation …
[PDF][PDF] APPROXIMATIONS BY MAXIMAL COHEN–MACAULAY MODULES
H HOLM - PACIFIC JOURNAL OF MATHEMATICS, 2015 - math.ku.dk
Auslander and Buchweitz have proved that every finitely generated module over a Cohen–
Macaulay (CM) ring with a dualizing module admits a socalled maximal CM approximation …
Macaulay (CM) ring with a dualizing module admits a socalled maximal CM approximation …
[PDF][PDF] APPROXIMATIONS BY MAXIMAL COHEN–MACAULAY MODULES
H HOLM - arXiv preprint arXiv:1410.5611, 2014 - Citeseer
Auslander and Buchweitz have proved that every finitely generated module over a Cohen–
Macaulay (CM) ring with a dualizing module admits a so-called maximal CM approximation …
Macaulay (CM) ring with a dualizing module admits a so-called maximal CM approximation …
Approximations by maximal Cohen-Macaulay modules
H Holm - arXiv preprint arXiv:1410.5611, 2014 - arxiv.org
Auslander and Buchweitz have proved that every finitely generated module over a Cohen-
Macaulay (CM) ring with a dualizing module admits a so-called maximal CM approximation …
Macaulay (CM) ring with a dualizing module admits a so-called maximal CM approximation …
[PDF][PDF] APPROXIMATIONS BY MAXIMAL COHEN–MACAULAY MODULES
H HOLM - scholar.archive.org
Auslander and Buchweitz have proved that every finitely generated module over a Cohen–
Macaulay (CM) ring with a dualizing module admits a socalled maximal CM approximation …
Macaulay (CM) ring with a dualizing module admits a socalled maximal CM approximation …
[PDF][PDF] APPROXIMATIONS BY MAXIMAL COHEN–MACAULAY MODULES
H HOLM - arXiv preprint arXiv:1410.5611, 2014 - researchgate.net
Auslander and Buchweitz have proved that every finitely generated module over a Cohen–
Macaulay (CM) ring with a dualizing module admits a so-called maximal CM approximation …
Macaulay (CM) ring with a dualizing module admits a so-called maximal CM approximation …
Approximations by maximal Cohen-Macaulay modules
H Holm - arXiv e-prints, 2014 - ui.adsabs.harvard.edu
Auslander and Buchweitz have proved that every finitely generated module over a Cohen-
Macaulay (CM) ring with a dualizing module admits a so-called maximal CM approximation …
Macaulay (CM) ring with a dualizing module admits a so-called maximal CM approximation …
[PDF][PDF] APPROXIMATIONS BY MAXIMAL COHEN–MACAULAY MODULES
H HOLM - arXiv preprint arXiv:1410.5611, 2014 - researchgate.net
Auslander and Buchweitz have proved that every finitely generated module over a Cohen–
Macaulay (CM) ring with a dualizing module admits a so-called maximal CM approximation …
Macaulay (CM) ring with a dualizing module admits a so-called maximal CM approximation …