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Let $\tau$ be a hereditary torsion theory and let $p$ be a prime
ideal of a commutative ring $R$. We study the existence of
(minimal) $\tau$-injective submodules of the injective hull of
$R/p$.
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참고문헌 (17)
참고문헌 신청
/ 1958 / \it Injective modules over noetherian rings} : 511 ~
/ 1966 / \it A torsion theory for abelian categories} : 223 ~
/ 1974 / \it On the structure of indecomposable injectivemodules} : 559 ~
/ 1975. / \it Rings of quotients Die Grundlehren derMathematischen Wissenschaften}
/ 1980 / \it Direct sum of $\tau$-injectivemodules} : 77 ~
/ 1966 / \it A torsion theory for abelian categories} : 223 ~
/ 1974 / \it On the structure of indecomposable injectivemodules} : 559 ~
/ 1975. / \it Rings of quotients Die Grundlehren derMathematischen Wissenschaften}
/ 1980 / \it Direct sum of $\tau$-injectivemodules} : 77 ~
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