The p-adic section conjecture for localisations of curves

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We show that Grothendieck's section conjecture holds for certain localisations of curves over p-adic fields. This is an intermediate step between the birational p-adic section conjecture, which was proved by Koenigsmann, and the section conjecture for the full curve, which is still wide open.
Originele taal-2English
KwalificatieDoctor of Philosophy
Toekennende instantie
  • Goethe University Frankfurt
Begeleider(s)/adviseur
  • Stix, Jakob, Supervisor, Externe Persoon
  • Werner, Annette, Supervisor, Externe Persoon
Datum van toekenning14-dec.-2020
StatusUnpublished - 2020
Extern gepubliceerdJa

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