Shen-Ning Tung

activity

20182021

collaborators

3 papers

math.RT2021

Finiteness properties of the category of mod $p$ representations of $GL_{2} (Q_{p})$

Vytautas Paškūnas, Shen-Ning Tung

We establish Bernstein-centre type of results for the category of mod $p$ representations of $GL_{2} (Q_{p})$ . We treat all the remaining open cases, which occur when…

math.NT2019

On the modularity of 2-adic potentially semi-stable deformation rings

Shen-Ning Tung

Using $p$ -adic local Langlands correspondence for $GL_{2} (Q_{2})$ and an ordinary $R = T$ theorem, we prove that the support of patched modules for qua…

math.NT2018

On the automorphy of 2-dimensional potentially semi-stable deformation rings of $G_{Q_{p}}$

Shen-Ning Tung

Using $p$ -adic local Langlands correspondence for $GL_{2} (Q_{p})$ , we prove that the support of patched modules constructed by Caraiani, Emerton, Gee, Geraghty,…

Finiteness properties of the category of mod p representations of GL2​(Qp​)

On the modularity of 2-adic potentially semi-stable deformation rings

On the automorphy of 2-dimensional potentially semi-stable deformation rings of GQp​​

Finiteness properties of the category of mod $p$ representations of $GL_{2} (Q_{p})$

On the automorphy of 2-dimensional potentially semi-stable deformation rings of $G_{Q_{p}}$