On the existence of non-geometric sections of arithmetic fundamental groups
Saidi, Mohamed
Date: 6 December 2013
Article
Journal
Mathematische Zeitschrift
Publisher
Springer Verlag
Publisher DOI
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Abstract
We show the existence of group-theoretic sections of the "étale-by-geometrically abelian" quotient of the arithmetic fundamental group of hyperbolic curves over (formula presented)-adic local fields relative to a proper and flat model which are non-geometric, i.e., which do not arise from rational points. © 2013 Springer-Verlag Berlin ...
We show the existence of group-theoretic sections of the "étale-by-geometrically abelian" quotient of the arithmetic fundamental group of hyperbolic curves over (formula presented)-adic local fields relative to a proper and flat model which are non-geometric, i.e., which do not arise from rational points. © 2013 Springer-Verlag Berlin Heidelberg.
Mathematics and Statistics
Faculty of Environment, Science and Economy
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