Ramified Satake isomorphisms for strongly parabolic characters
Ramified Satake isomorphisms for strongly parabolic characters
For certain characters of the compact maximal torus of a reductive p -adic group, which we call strongly parabolic characters, we prove Satake-type isomorphisms. Our results generalize those of Satake, Howe, Bushnell and Kutzko, and Roche.