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- Induced_representation abstract "In mathematics, and in particular group representation theory, the induced representation is one of the major general operations for passing from a representation of a subgroup H to a representation of the (whole) group G itself. It was initially defined as a construction by Frobenius, for linear representations of finite groups. It includes as special cases the action of G on the cosets G/H by permutation, which is the case of the induced representation starting with the trivial one-dimensional representation of H. If H = {e} this becomes the regular representation of G. Therefore induced representations are rich objects, in the sense that they include or detect many interesting representations. The idea is by no means limited to the case of finite groups, but the theory in that case is particularly well-behaved.".
- Induced_representation wikiPageID "357452".
- Induced_representation wikiPageRevisionID "605312508".
- Induced_representation hasPhotoCollection Induced_representation.
- Induced_representation subject Category:Group_theory.
- Induced_representation comment "In mathematics, and in particular group representation theory, the induced representation is one of the major general operations for passing from a representation of a subgroup H to a representation of the (whole) group G itself. It was initially defined as a construction by Frobenius, for linear representations of finite groups.".
- Induced_representation label "Induced representation".
- Induced_representation label "Représentation induite d'un groupe fini".
- Induced_representation sameAs Représentation_induite_d'un_groupe_fini.
- Induced_representation sameAs 유도_표현.
- Induced_representation sameAs m.01_1dh.
- Induced_representation sameAs Q3427423.
- Induced_representation sameAs Q3427423.
- Induced_representation wasDerivedFrom Induced_representation?oldid=605312508.
- Induced_representation isPrimaryTopicOf Induced_representation.