Thursday 28 Nov 2013 On the section conjecture over finitely generated fields.

Mohamed Saidi - University of Exeter

Harrison 103 15:00-16:00

We prove that the anabelian section conjecture of Grothendieck holds over all
finitely generated fields (over the rationals) if it holds over all number fields, under the assumption
of finiteness of the l-primary part of Shafarevich-Tate groups (this assumption holds true for isotrivial curves).

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