|February 5, 2024
Hilbert properties of varietiesArno Fehm, TU Dresden, Germany RIMS 110 Kyoto + Zoom · JP:16:30 · FR:08:30
The Hilbert property for varieties was introduced by Colliot-Thélène, Sansuc and Serre in an attempt to salvage the Noether program. Later, Corvaja and Zannier identified an important geometric obstruction to the Hilbert property for varieties over number fields and suggested a weaker property. They speculate that this weak Hilbert property holds for every variety over a number field with a dense set of rational points, which if true would solve the inverse Galois problem.
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