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In this paper, we characterize the prime submodules of an injective module over a Noetherian ring.
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참고문헌 (9)
참고문헌 신청
W. Bruns / 1998 / Cohen-Macaulay rings, Revised edition
S. Hedayat / 2005 / Characterization of prime submodules of a finitely generated free module over a PID / Houston J. Math. 1(31):75~85
S. Hedayat / 2006 / Prime and radical submodules of free modules over a PID / Houston J. Math. 2(32):355~367
H. Kim / 2008 / Module-theoretic characterizations of t-linkative domains / Comm. Alg. 5(36):1649~1670
C. P. Lu / 1984 / Prime submodules of modules / Comment. Math. Univ. Sancti Pauli. 33(1):61~69
S. Hedayat / 2005 / Characterization of prime submodules of a finitely generated free module over a PID / Houston J. Math. 1(31):75~85
S. Hedayat / 2006 / Prime and radical submodules of free modules over a PID / Houston J. Math. 2(32):355~367
H. Kim / 2008 / Module-theoretic characterizations of t-linkative domains / Comm. Alg. 5(36):1649~1670
C. P. Lu / 1984 / Prime submodules of modules / Comment. Math. Univ. Sancti Pauli. 33(1):61~69
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