Klyachko Models for General Linear Groups of Rank 5 over a $p$-Adic Field
Printed: Feb 2009
This paper shows the existence and uniqueness of Klyachko models for
irreducible unitary representations of $\GL_5(\CF)$, where $\CF$ is
a $p$-adic field. It is an extension of the work of Heumos and Rallis on $\GL_4(\CF)$.
Klyachko models, Whittaker-symplectic model
22E50 - Representations of Lie and linear algebraic groups over local fields [See also 20G05]