Zhongyipan Lin

activity

20202026

most citedCrystalline lifts and a variant of the Steinberg-Winter theorem

1 citations · 1 across the 8 of their papers we have counts for

collaborators

Showing 2023Show all

4 papers · 1 filter

math.NT2023

Extensions of de Rham Galois representations

Zhongyipan Lin

We construct the parabolic version and the reductive version of the integral de Rham moduli stacks of Langlands parameters ( $p > 3$ ). We allow the group to be arbitrarily ramified. W…

math.NT2023

Heisenberg varieties and the existence of de Rham lifts

Zhongyipan Lin

We establish the existence of de Rham lifts of Langlands parameters (or Galois representations) for unitary, orthogonal and symplectic (similitude) groups of arbitrary rank. Our re…

math.NT2023

A Deligne-Lusztig type correspondence for tame $p$ -adic groups

Zhongyipan Lin

We establish a "matrix simultaneous diagonalization theorem" for disconnected reductive groups which relaxes both the semisimplicity condition and the commutativity condition. As a…

math.NT2023

Moduli stacks of generalized phi-modules

Zhongyipan Lin

Let $F$ be an arbitrary $p$ -adic field and let $G$ be an arbitrary reductive group over $F$ with Langlands dual group $^{L} G$ . We show that the change-of-group morphism of Emerton-Ge…

Extensions of de Rham Galois representations

Heisenberg varieties and the existence of de Rham lifts

A Deligne-Lusztig type correspondence for tame p-adic groups

Moduli stacks of generalized phi-modules

A Deligne-Lusztig type correspondence for tame $p$ -adic groups