%0 Generic
%A Holzschuh, Tim
%C Heidelberg
%D 2024
%F heidok:35190
%R 10.11588/heidok.00035190
%T On the generalised real Section Conjecture
%U https://archiv.ub.uni-heidelberg.de/volltextserver/35190/
%X In this thesis, we prove the generalised pro-2 real Section Conjecture for what we call equivariantly triangulable varieties over R. Examples include all smooth varieties as well as (possibly singular) affine/projective varieties. Building on this, we derive the generalised real Section Conjecture in the geometrically étale simply connected case.