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| Paper IPM / M / 497 |
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| Abstract: | |
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Primary and secondary functors have been introduced in [2] and
applied to extend some results concerning asymptotic prime ideals.
In this paper, the theory of primary and secondary functors is
developed and examples of non-exact primary and non-exact
secondary functors are presented. Also, as an application, the
sets of associated and of attached prime ideals of certain modules
are determined.
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