Marie-France Vigneras
Published 2009-09-22Version 1
We construct a functor from the category of admissible finitely presented o-representations of GL(2,F) to the category of finite length o-representations of Gal_{Q_p}, for any finite extension F of Q_p and the ring of integers o of a finite extension L/Q_p.
Admissible unitary completions of locally $Q_p$-rational representations of $GL_2(F)$
Category ${\mathcal O}$ and locally analytic representations
On some properties of the functors ${\mathcal F}^G_P$ from Lie algebra to locally analytic representations
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