@Article{duepublico_mods_00076309,
  author = 	{Paskunas, Vytautas
		and Tung, Shen-Ning},
  title = 	{Finiteness properties of the category of mod p representations of GL2(Qp)},
  year = 	{2021},
  month = 	{Dec},
  day = 	{09},
  abstract = 	{We establish the Bernstein-centre type of results for the category of mod p representations of GL2(Qp) . We treat all the remaining open cases, which occur when p is 2 or 3 . Our arguments carry over for all primes p. This allows us to remove the restrictions on the residual representation at p in Lue Pan's recent proof of the Fontaine--Mazur conjecture for Hodge--Tate representations of Gal({\textasciimacron}Q/Q) with equal Hodge--Tate weights.},
  note = 	{<p>Pa{\v{s}}k{\={u}}nas, V., {\&}amp; Tung, S. (2021). Finiteness properties of the category of mod <em>p</em> representations of GL<sub>2</sub>(Q<sub><em>p</em></sub>). <em>Forum of Mathematics, Sigma,</em> 9, E80. <a href="https://doi.org/10.1017/fms.2021.72">https://doi.org/10.1017/fms.2021.72</a></p>

<p>Published online by Cambridge University Press:{\&}{\#}xa0; 09 December 2021</p>},
  note = 	{Version of Record / Verlagsversion},
  note = 	{The publication of this article was supported by the Publication Fund of the University of Duisburg-Essen.},
  doi = 	{10.1017/fms.2021.72},
  url = 	{https://duepublico2.uni-due.de/receive/duepublico_mods_00076309},
  url = 	{https://doi.org/10.1017/fms.2021.72},
  file = 	{:https://duepublico2.uni-due.de/servlets/MCRFileNodeServlet/duepublico_derivate_00076024/Paskunas_Tung_2021_Finiteness_properties.pdf:PDF},
  language = 	{en}
}