Note on reducibility of parabolic induction for hermitian quaternionic groups over p-adic fields

Sa？etak In this paper we study the reducibility of certain class of parabolically induced representations of $p$-adic hermitian quaternionic groups. We use the Jacquet modules techniques and the theory of \($R$\)-groups to extend the reducibility results of Tadi？ for split classical groups to the case of arbitrary hermitian quaternionic group