Archive Oberseminar Sommersemester 2022

This is the archive of the weekly Oberseminar on Arithmetische Geometrie Sommersemester 2022 of Prof. Dr. Michael Stoll joint with Prof. Dr. Michael Dettweiler.

Programme Sommersemester 2022

April
• 28.4. – (organizational meeting)
May
• 5.5. – Borna Vukorepa: Isogenies over quadratic fields of elliptic curves with rational j-invariant (slides)
• 12.5. – Timo Keller: Rational points on hyperelliptic Atkin-Lehner quotients of modular curves and their coverings
• 19.5. – Ari Shnidman: Elements of order p in Tate-Shafarevich groups (online)
June
• 2.6. – Ludwig Fürst: Explicit methods for hyperelliptic curves
• 9.6. – Michael Stoll: Rational points on and BSD for a curve of genus 4
• 23.6. – (no Oberseminar)
• 30.6. – Himanshu Shukla: Cassels-Tate Pairing for curves of the form y^2=x^l+A
July
• 7.7. – Abbey Bourdon Torsion Subgroups of CM Elliptic Curves in Degree 2p (online)
• 14.7. – (no Oberseminar)
• 21.7. – Duttatrey Nath Srivastava
• 28.7. –

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