Tempered representation
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.
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Anthony W. KnappBasic characterBasic representationComplementary series representationCylinder set measureDiscrete series representationGan–Gross–Prasad conjectureGlossary of representation theoryGregg ZuckermanHarish-Chandra's Schwartz spaceInduced discrete seriesInduced discrete series characterInduced discrete series representationLanglands classificationList of harmonic analysis topicsMersenne TwisterMorristown,_New_JerseyPlancherel measureR groupRepresentation theory of SL2(R)TemperTempered characterZonal spherical function
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Tempered representation
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.
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In mathematics, a tempered rep ...... p space L2+ε(G) for any ε > 0.
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Anthony Knapp
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Gregg Zuckerman
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Knapp
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Zuckerman
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In mathematics, a tempered rep ...... p space L2+ε(G) for any ε > 0.
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Tempered representation
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