Projectors separating spectra for $L^2$ on symmetric spaces $GL(n,\C)/GL(n,\R)$

Abstract

The Plancherel decomposition of $L^2$ on a pseudo-Riemannian symmetric space $GL(n,C)/GL(n,R)$ has spectrum of $[n/2]$ types. We write explicitly orthogonal projectors separating spectrum into uniform pieces

21p

Cited by in corpus (1)

• After Plancherel formula