Gassmann triple

http://dbpedia.org/resource/Gassmann_triple an entity of type: Abstraction100002137

In mathematics, a Gassmann triple (or Gassmann-Sunada triple) is a group G together with two faithful actions on sets X and Y, such that X and Y are not isomorphic as G-sets but every element of G has the same number of fixed points on X and Y. They were introduced by Fritz Gassmann in 1926. rdf:langString
rdf:langString Gassmann triple
xsd:integer 33694090
xsd:integer 888199667
rdf:langString In mathematics, a Gassmann triple (or Gassmann-Sunada triple) is a group G together with two faithful actions on sets X and Y, such that X and Y are not isomorphic as G-sets but every element of G has the same number of fixed points on X and Y. They were introduced by Fritz Gassmann in 1926.
xsd:nonNegativeInteger 2326

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