Institut Henri Poincaré

À la redécouverte des points rationnels

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Points rationnels sur les variétés irrationnelles

Organisateurs: B. Poonen et A. Skorobogatov


Dan Abramovich  :
Resolution in characteristic 0 using weighted blowing up
Anna Cadoret  :
Families of abelian varieties with a common isogeny factor
Frédéric Campana  :
“Special” manifolds: rational points and entire curves
Yang Cao  :
Sous-groupe de Brauer invariant et application
Kęstutis Česnavičius  :
Purity for the Brauer group of singular schemes
François Charles  :
Affine and mod-affine varieties in arithmetic geometry
Brendan Creutz  :
Descent obstructions on constant curves over global function fields
Jordan Ellenberg  :
Rational points and fundamental groups
Yonatan Harpaz  :
Squares represented by a product of three ternary quadratic forms, and a homogeneous variant of a method of Swinnerton-Dyer
Diego Izquierdo  :
Homogeneous spaces, algebraic K-theory and cohomological dimension of fields
Zev Rosengarten  :
Tamagawa Numbers of Linear Algebraic Groups over Function Fields
Damian Rössler  :
Perfect points on abelian varieties in positive characteristic
Alexander Smith  :
\(2^k\)-Selmer groups and Goldfeld's conjecture.
Michael Stoll  :
Minimization and reduction of plane curves
Bianca Viray  :
Persistance of the Brauer-Manin obstruction under field extension
Isabel Vogt  :
Low degree points on curves
Anthony Várilly-Alvarado  :
Quasi-hyperbolicity via explicit symmetric differentials
Yuri Zarhin  :
Endomorphisms of certain superelliptic jacobians and \(l\)-adic Lie algebras
David Zureick-Brown  :
Mazur's program B