COMMUTATIVE NOETHERIAN RING WHICH POSSESSES A DUALIZING COMPLEX IS ACCEPTABLE

[1] Bass H., 1963, MATH Z, V82, P8, DOI 10.1007/BF01112819

[2] SIGMA-INJECTIVE MODULES [J]. JOURNAL OF ALGEBRA, 1972, 21 (02) : 232 - &

[3] CARTAN H, 1956, HOMOLOGICAL ALGEBRA

[4] DOUGLAS AJ, 1963, MATHEMATIKA, V10, P114

[5] Fossum R. M., 1975, I HAUTES ETUDES SCI, V45, P193

[6] Hartshorne R., 1966, RESIDUES DUALITY

[7] HOMOLOGICAL DIMENSIONS AND MACAULAY RINGS [J]. PACIFIC JOURNAL OF MATHEMATICS, 1968, 25 (02) : 315 - &

[8] Matsumura H, 1970, COMMUTATIVE ALGEBRA

[9] Northcott D. G., 1960, INTRO HOMOLOGICAL AL

[10] NORTHCOTT DG, 1968, LESSONS RINGS MODULE

[1] Bass H., 1963, MATH Z, V82, P8, DOI 10.1007/BF01112819

[2] SIGMA-INJECTIVE MODULES [J]. JOURNAL OF ALGEBRA, 1972, 21 (02) : 232 - &

[3] CARTAN H, 1956, HOMOLOGICAL ALGEBRA

[4] DOUGLAS AJ, 1963, MATHEMATIKA, V10, P114

[5] Fossum R. M., 1975, I HAUTES ETUDES SCI, V45, P193

[6] Hartshorne R., 1966, RESIDUES DUALITY

[7] HOMOLOGICAL DIMENSIONS AND MACAULAY RINGS [J]. PACIFIC JOURNAL OF MATHEMATICS, 1968, 25 (02) : 315 - &

[8] Matsumura H, 1970, COMMUTATIVE ALGEBRA

[9] Northcott D. G., 1960, INTRO HOMOLOGICAL AL

[10] NORTHCOTT DG, 1968, LESSONS RINGS MODULE