Artin L-function: Difference between revisions

Latest revision as of 15:57, 21 October 2014

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-Subgroup properties are properties of subgroups of a group. These properties
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-are assumed to satisfy only one condition : they must be invariant up to commuting isomorphism.
-That is, if <math>G</math> and <math>G'</math> are isomorphic groups, and <math>H</math>
-is a subgroup of <math>G</math> whose image under the isomorphism is <math>H'</math>
-then <math>H</math> has the property in <math>G</math> if and only if <math>H'</math> has the property in <math>G'</math>.
-[[Category:Group theory]]

Artin L-function: Difference between revisions

Latest revision as of 15:57, 21 October 2014

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