Collection 2019 - T2 - WS2 - Rational points on irrational varieties
Appears in collection : 2019 - T2 - Reinventing rational points
Date(s) 24/06/2019 - 28/06/2019
Mathematics
and Interactions
Date(s) 24/06/2019 - 28/06/2019
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All the collection videos (19)
![Affine and mod-affine varieties in arithmetic geometry]()
01:08:27published on July 4, 2019Affine and mod-affine varieties in arithmetic geometry
By François Charles
![Perfect points on abelian varieties in positive characteristic]()
01:07:59published on July 4, 2019Perfect points on abelian varieties in positive characteristic
By Damian Rössler
![Families of abelian varieties with a common isogeny factor]()
01:03:25published on July 4, 2019Families of abelian varieties with a common isogeny factor
By Anna Cadoret
![Homogeneous spaces, algebraic K-theory and cohomological dimension of fields]()
01:05:19published on July 4, 2019Homogeneous spaces, algebraic K-theory and cohomological dimension of fields
By Diego Izquierdo
![«Special» manifolds: rational points and entire curves]()
59:57published on July 4, 2019«Special» manifolds: rational points and entire curves
By Frédéric Campana
![Quasi-hyperbolicity via explicit symmetric differentials]()
01:08:30published on July 4, 2019Quasi-hyperbolicity via explicit symmetric differentials
By Anthony Várilly-Alvarado
![Descent obstructions on constant curves over global function fields]()
01:02:52published on July 4, 2019Descent obstructions on constant curves over global function fields
By Brendan Creutz
![Tamagawa Numbers of Linear Algebraic Groups over Function Fields]()
01:05:27published on July 4, 2019Tamagawa Numbers of Linear Algebraic Groups over Function Fields
By Zev Rosengarten
![Squares represented by a product of three ternary quadratic forms, and a homogeneous variant of a method of Swinnerton-Dyer]()
01:10:43published on July 4, 2019Squares represented by a product of three ternary quadratic forms, and a homogeneous variant of a method of Swinnerton-Dyer
By Yonatan Harpaz
![Persistence of the Brauer-Manin obstruction under field extension]()
01:06:02published on July 4, 2019Persistence of the Brauer-Manin obstruction under field extension
By Bianca Viray
![Endomorphisms of certain superelliptic jacobians and l-adic Lie algebras]()
58:00published on July 4, 2019Endomorphisms of certain superelliptic jacobians and l-adic Lie algebras
By Yuri Zarhin
![Resolution in characteristic 0 using weighted blowing up]()
01:06:52published on July 4, 2019Resolution in characteristic 0 using weighted blowing up
By Dan Abramovich
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Suggestions
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56:14published on June 20, 2025A family of Fano manifolds obtained as linear sections of the spinor tenfold
By Laurent Manivel
