Boğaziçi Üniversitesi Matematik Lisansüstü Seminerleri
Two Questions on the Humbert Surfaces
Harun Kır
Queen's University, Kanada
In this talk, we will define what Humbert surfaces and the refined Humbert invariant are, and then we will work on the Humbert surface $H(q)$ for the ternary forms $q$. Our main question is that for which ternary forms $q$ is $|H(q)| = 1$? The following question would be that if $H(q) \neq \emptyset $ and $q'$ is genus-equivalent to $q$, then is $H(q') \neq \emptyset$?
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Zoom Meeting ID: 971 7887 1153 / Passcode: BounMath
