Category:Localization-closed properties of commutative unital rings
This category lists properties of commutative unital rings, such that if has property so does the localization with respect to any prime ideal.
Most of these properties actually satisfy something stronger: they are closed under localization at any multiplicatively closed subset not containing zero.
Related categories
Pages in category "Localization-closed properties of commutative unital rings"
The following 6 pages are in this category, out of 6 total.