|August 7, 2023
The m-Step Solvable Hom-Form of Birational Anabelian Geometry for Number FieldsAlberto Corato, University of Exeter, UK RIMS Kyoto + Zoom · JP:15:30 · FR:08:30
Let K and L be number fields. A result by Uchida shows that a homomorphism from the maximal pro-solvable Galois groups of K to the one of L satisfying some condition is obtained from an embedding of the solvable closure of L in the solvable closure of K, and that this condition is satisfied when K is the field of rational numbers.
※ This talk is the first of a series of two, see second talk.
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