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- Tempered_representation abstract "In mathematics, a tempered representation of a linear semisimple Lie group is a representation that has a basis whose matrix coefficients lie in the Lp space L2+ε(G)for any ε > 0.".
- Tempered_representation wikiPageExternalLink ?IDDOC=262392.
- Tempered_representation wikiPageID "10995628".
- Tempered_representation wikiPageRevisionID "570802836".
- Tempered_representation author1Link "Anthony Knapp".
- Tempered_representation author2Link "Gregg Zuckerman".
- Tempered_representation hasPhotoCollection Tempered_representation.
- Tempered_representation last "Knapp".
- Tempered_representation last "Zuckerman".
- Tempered_representation year "1976".
- Tempered_representation year "1982".
- Tempered_representation subject Category:Harmonic_analysis.
- Tempered_representation subject Category:Representation_theory_of_groups.
- Tempered_representation comment "In mathematics, a tempered representation of a linear semisimple Lie group is a representation that has a basis whose matrix coefficients lie in the Lp space L2+ε(G)for any ε > 0.".
- Tempered_representation label "Tempered representation".
- Tempered_representation sameAs m.02qxlf8.
- Tempered_representation sameAs Q7698344.
- Tempered_representation sameAs Q7698344.
- Tempered_representation wasDerivedFrom Tempered_representation?oldid=570802836.
- Tempered_representation isPrimaryTopicOf Tempered_representation.