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Some Results on Modules Satisfying ACCR
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Let M be a module over a one- dimensional Laskerian domain R. In this note we determine when M satisfies the condition that every ascending chain of submodules of the form W: B ⊆ W: B2 ⊆ W:B3 ⊆ … terminates for every submodule W of M and every finitely generated ideal B of R.
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Modules Satisfying Accr
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