References
S. M. George, R. L. McCasland andP. F. Smith, A Principle Ideal Theorem analogue for modules over commutative rings. Comm. Algebra22, 2083–2099 (1994).
J. Jenkins andP. F. Smith, On the prime radical of a module over a commutative ring. Comm. Algebra20, 3593–3602 (1992).
R. L. McCasland andM. E. Moore, On radicals of submodules of finitely generated modules. Canad. Math. Bull.29, 37–39 (1986).
R. L. McCasland andM. E. Moore, On radicals of submodules. Comm. Algebra19, 1327–1341 (1991).
R. L. McCasland andP. F. Smith, Prime submodules of Noetherian modules. Rocky Mountain J. Math.23, 1041–1062 (1993).
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Man, S.H. One dimensional domains which satisfy the radical formula are Dedekind domains. Arch. Math 66, 276–279 (1996). https://doi.org/10.1007/BF01207828
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DOI: https://doi.org/10.1007/BF01207828