Entanglement (Morlet Chair – Peter Stevenhagen )
Residence
CIRM, Luminy, Marseille
https://conferences.cirm-math.fr/2680.html
Date(s) : 27/03/2023 - 31/03/2023 iCal
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RESEARCH IN RESIDENCE
Entanglement
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27 – 31 March 2023
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Participants
Francesco Campagna (Leibniz University Hannover)
Luis Dieulefait (University of Barcelona)
Nathan Jones (University of Illinois at Chicago)
Francesco Pappalardi (University of Rome « La Sapienza »)
Gabor Wiese (Université du Luxembourg)
Number fields arising by adjoining torsion points and radicals of points of coprime orders on an elliptic curve are generically « independent », in the sense that the Galois group corresponding to the maximal radical extension satisfies an open image theorem in some generic group. Determining the exact entanglement of elliptic Kummer extensions is a currently arising field of study. We plan to consider this subject also for abelian varieties of higher dimension, and for modular and automorphic forms.
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SPONSOR
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Emplacement
Luminy - CIRM
Catégories Pas de Catégories
