5 citations · 11 across the 10 of their papers we have counts for
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D^\dagger-affinity of formal models of flag varieties
Christine Huyghe, Deepam Patel, Tobias Schmidt +1
Let G be the group of L-rational points of a connected split reductive group over a finite extension L of Q_p. We show that formal models of the algebraic flag variety X of G are D…
Arithmetic differential operators on a semistable model of
Deepam Patel, Tobias Schmidt, Matthias Strauch
In this paper we study sheaves of logarithmic arithmetic differential operators on a particular semistable model of the projective line. The main result here is that the first coho…
Locally analytic representations of via semistable models of
Deepam Patel, Tobias Schmidt, Matthias Strauch
In this paper we study certain sheaves of -adically complete rings of differential operators on semistable models of the projective line over the ring of integers in a finite ex…
Integral models of P^1 and analytic distribution algebras for GL_2
Deepam Patel, Tobias Schmidt, Matthias Strauch
In the first part of the paper we show that the ring of global sections of arithmetic differential operators on the formal projective line over Zp is isomorphic to the analytic dis…
Locally analytic representations and sheaves on the Bruhat-Tits building
Deepam Patel, Tobias Schmidt, Matthias Strauch
Let L be a finite field extension of Q_p and let G be the group of L-rational points of a split connected reductive group over L. We view G as a locally L-analytic group with Lie a…