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Title

Heights and elliptic curves

Author Linda Frey
Director of thesis Philipp Habegger
Co-director of thesis
Summary of thesis We look at the torsion points E_tor of an elliptic curve E over Q and adjoin their coordinates to Q. What we get is Q(E_tor) which is a Bogomolov field. In a Bogomolov field, the height of a nonzero number which is not a root of unity is bounded from below by a positive constant. We will compute this constant explicitly.
Status
Administrative delay for the defence
URL https://math.unibas.ch/institut/personen/profil/profil/person/frey-2/
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