Template:Poly-closed idp: Difference between revisions

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===Polynomial-closedness===
===Polynomial-closedness===
 
{{quotation|''This [[property of integral domain]]s is closed under taking polynomials, i.e., whenever an [[integral domain]] has this property, so does the polynomial ring in one variable over it.''<br>[[:Category:Polynomial-closed properties of integral domains|View other polynomial-closed properties of integral domains]] OR [[:Category:Polynomial-closed properties of commutative unital rings|view polynomial-closed properties of commutative unital rings]]}}<includeonly>[[Category:Polynomial-closed properties of integral domains]][[Category:Polynomial-closed properties of commutative unital rings]]</includeonly><noinclude>[[Category:Integral domain metaproperty satisfaction templates]]</noinclude>
''This property of [[integral domain]]s is closed under taking polynomials, that is, whenever a ring has this property, so does the polynomial ring in one variable over it.''<includeonly>[[Category:Polynomial-closed properties of integral domains]][[Category:Polynomial-closed properties of commutative rings]]</includeonly><noinclude>[[Category:Integral domain metaproperty satisfaction templates]]</noinclude>

Latest revision as of 18:05, 12 May 2008

Polynomial-closedness

This property of integral domains is closed under taking polynomials, i.e., whenever an integral domain has this property, so does the polynomial ring in one variable over it.
View other polynomial-closed properties of integral domains OR view polynomial-closed properties of commutative unital rings