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- Plancherel_measure abstract "In mathematics, Plancherel measure is a measure defined on the set of irreducible unitary representations of a locally compact group , that describes how the regular representation breaks up into irreducible unitary representations. In some cases the term Plancherel measure is applied specifically in the context of the group being the finite symmetric group – see below. It is named after the Swiss mathematician Michel Plancherel for his work in representation theory.".
- Plancherel_measure wikiPageID "31244986".
- Plancherel_measure wikiPageRevisionID "599074771".
- Plancherel_measure hasPhotoCollection Plancherel_measure.
- Plancherel_measure subject Category:Representation_theory.
- Plancherel_measure comment "In mathematics, Plancherel measure is a measure defined on the set of irreducible unitary representations of a locally compact group , that describes how the regular representation breaks up into irreducible unitary representations. In some cases the term Plancherel measure is applied specifically in the context of the group being the finite symmetric group – see below. It is named after the Swiss mathematician Michel Plancherel for his work in representation theory.".
- Plancherel_measure label "Plancherel measure".
- Plancherel_measure sameAs m.0gj8pxj.
- Plancherel_measure sameAs Q7200979.
- Plancherel_measure sameAs Q7200979.
- Plancherel_measure wasDerivedFrom Plancherel_measure?oldid=599074771.
- Plancherel_measure isPrimaryTopicOf Plancherel_measure.