Template:Poly-closed curing property: Difference between revisions

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===Closure under taking the polynomial ring===
===Closure under taking the polynomial ring===
 
{{quotation|''This [[property of commutative unital rings]] is [[polynomial-closed property of commutative unital rings|polynomial-closed]]: it is closed under the operation of taking the polynomial ring. In other words, if <math>R</math> is a [[commutative unital ring]] satisfying the property, so is <math>R[x]</math>''
''This property of [[commutative unital ring]]s is closed under the operation of taking the polynomial ring. In other words, if <math>R</math> is a commutative unital ring satisfying the property, so is <math>R[x]</math>''<includeonly>[[Category:Polynomial-closed properties of commutative unital rings]]</includeonly><noinclude>[[Category:Commutative unital ring metaproperty satisfaction templates]]</noinclude>
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[[:Category:Polynomial-closed properties of commutative unital rings|View other polynomial-closed properties of commutative unital rings]]}}<includeonly>[[Category:Polynomial-closed properties of commutative unital rings]]</includeonly><noinclude>[[Category:Commutative unital ring metaproperty satisfaction templates]]</noinclude>

Latest revision as of 18:05, 12 May 2008

Closure under taking the polynomial ring

This property of commutative unital rings is polynomial-closed: it is closed under the operation of taking the polynomial ring. In other words, if is a commutative unital ring satisfying the property, so is


View other polynomial-closed properties of commutative unital rings