# Rational points on Fano and similar varieties

Organisers: T. Browning and E. Peyre

## Talks

Margaret Bilu :
Motivic Euler products
Julia Brandes :
Rational lines on cubic hypersurfaces
Antoine Chambert-Loir :
Integral points of bounded height on toric varieties — reloaded
Jean-Louis Colliot-Thélène :
Obstruction de Brauer-Manin pour les surfaces de Markoff
Cyril Demarche :
Structure of homogeneous spaces and applications to local-global principles
David Harari :
Complexes of tori and rational points on homogeneous spaces over a function field
Julia Hartmann :
Local-Global principles for tori over arithmetic surfaces
Pierre Le Boudec :
On a conjecture of Poonen and Voloch II: Lattice point counting and the variance of the number of rational points on Fano hypersurfaces
Daniel Loughran :
A quantitative version of the fibration method
Bjorn Poonen :
The local-global principle for stacky curves
Per Salberger :
Counting rational points of cubic hypersurfaces
Sections of del Pezzo fibrations over $$\mathbf P^1$$