Abstract
Fairness and centredness of ideals in commutative rings, i.e., the relations between assassins and weak assassins of a module, its small or large torsion submodule, and the corresponding quotients, are studied. General criteria as well as more specific results about idempotent or nil ideals are given, and several examples are presented.
Acknowledgement
I thank the anonymous referee for his suggestions.
Citation
Fred Rohrer. "Assassins and torsion functors II." Hiroshima Math. J. 52 (2) 153 - 175, July 2022. https://doi.org/10.32917/h2020095
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