Non-Abelian extensions of degree $p^3$ and $p^4$ in characteristic $p>2$

Documents similaires

• Semistable reduction of covers of degree $p$
  par: Ossen, Ole
  Publié: (2024)
• Lubin-Tate representations over nontrivial finite Galois extensions of $\mathbb{Q}_{p}$ are not Aut-intrinsically Hodge-Tate
  par: Kondo, Kaiji
  Publié: (2026)
• Hasse norm principle for Heisenberg extensions of degree $p^3$
  par: Hoshi, Akinari, et autres
  Publié: (2025)
• Effective Bertini theorems and zeros of $p$-adic forms of degrees 7 and 11
  par: Beneish, Lea, et autres
  Publié: (2025)
• v-vector bundles on $p$-adic fields and Sen theory via the Hodge-Tate stack
  par: Anschütz, Johannes, et autres
  Publié: (2022)