Recent advances in Kummer theory
Antonella Perucca (University of Luxembourg)
23-Jan-2023, 16:30-17:30 (14 months ago)
Abstract: Kummer theory is a classical theory about radical extensions of fields in the case where suitable roots of unity are present in the base field. Motivated by problems close to Artin's primitive root conjecture, we have investigated the degree of families of general Kummer extensions of number fields, providing parametric closed formulas. We present a series of papers that are in part joint work with Christophe Debry, Fritz Hörmann, Pietro Sgobba, and Sebastiano Tronto.
combinatoricsnumber theory
Audience: researchers in the topic
Lethbridge number theory and combinatorics seminar
Organizers: | Félix Baril Boudreau*, Ertan Elma |
*contact for this listing |
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