@PhdThesis{duepublico_mods_00078117,
  author = 	{Gehrmann, Lennart},
  title = 	{Cohomology of p-arithmetic groups and special Galois representations},
  year = 	{2023},
  month = 	{Apr},
  day = 	{19},
  abstract = 	{The main subject of this habilitation thesis are automorphic L-invariants. Given an automorphic representation $\pi$ of a semi-simple group G that fulfils several conditions - most notably that the local component of $\pi$ at p is Steinberg - the automorphic L-invariants of $\pi$ are p-adic numbers that are constructed from the $\pi$ -isotypic component of the cohomology of p-arithmetic subgroups of G. They conjecturally describe fine properties of the (local) p-adic Galois representation attached to $\pi$.},
  doi = 	{10.17185/duepublico/78117},
  url = 	{https://duepublico2.uni-due.de/receive/duepublico_mods_00078117},
  url = 	{https://doi.org/10.17185/duepublico/78117},
  file = 	{:https://duepublico2.uni-due.de/servlets/MCRFileNodeServlet/duepublico_derivate_00077756/Habilitation_Gehrmann.pdf:PDF},
  language = 	{en}
}