Harmonic analysis | Representation theory

Harish-Chandra's Schwartz space

In mathematical abstract harmonic analysis, Harish-Chandra's Schwartz space is a space of functions on a semisimple Lie group whose derivatives are rapidly decreasing, studied by Harish-Chandra . It is an analogue of the Schwartz space on a real vector space, and is used to define the space of tempered distributions on a semisimple Lie group. (Wikipedia).

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Related pages

Cartan decomposition | Vector space | Tempered representation | Killing form | Harmonic analysis | Harish-Chandra's Ξ function | Schwartz space