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Closure rings
© 1999 Charles University, Faculty of Mathematics and Physics. We consider rings equipped with a closure operation defined in terms of a collection of commuting idempotents, generalising the idea of a topological closure oper- ation defined on a ring of sets. We establish the basic properties of such rings, consider examples and construction methods, and then concentrate on rings which have a closure operation defined in terms of their lattice of central idempotents.
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Publication title
Commentationes Mathematicae Univesitatis CarolinaeVolume
40Pagination
413-427ISSN
0010-2628Department/School
School of Natural SciencesPublisher
Charles UniversityPlace of publication
PrahaRepository Status
- Restricted
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