Deepam Patel

most citedLocally analytic representations of

GL (2, L)

via semistable models of

P^{1}

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.AG2023

Brylinski-Radon transformation in characteristic $p > 0$

Deepam Patel, K. V. Shuddhodan

In this article, we characterize the image of the Brylinski-Radon transform in characteristic $p > 0$ via Beilinson's theory of singular supports. We also provide an alternate proof…

math.RT2014

Arithmetic differential operators on a semistable model of $P^{1}$

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…

math.RT2014★ 1 cited

Locally analytic representations of $GL (2, L)$ via semistable models of $P^{1}$

Deepam Patel, Tobias Schmidt, Matthias Strauch

In this paper we study certain sheaves of $p$ -adically complete rings of differential operators on semistable models of the projective line over the ring of integers in a finite ex…

Brylinski-Radon transformation in characteristic p>0

Arithmetic differential operators on a semistable model of P1

Locally analytic representations of GL(2,L) via semistable models of P1

Brylinski-Radon transformation in characteristic $p > 0$

Arithmetic differential operators on a semistable model of $P^{1}$

Locally analytic representations of $GL (2, L)$ via semistable models of $P^{1}$