On the number of injective indecomposable modules

Törner, Günter LSF; Brungs, Hans-Heinrich

For every natural number m there exists a ring R with a completely prime ideal P so that there are exactly m non-isomorphic indecomposable injective right R-modules with P as associated prime ideal.

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Törner, Günter / Brungs, Hans-Heinrich: On the number of injective indecomposable modules. 2012.

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