Let N(X;B) be the number of rational points of height at most B on an integral cubic hypersurface X over Q. It is then a central problem in Diophantine geometry to study the asymptotic behavior of N(X;B) when B growths. We present some recent results on this for various classes of cubic hypersurfaces.
De Jean-Louis Colliot-Thélène
De Will Sawin
De David Harari
De Pierre Le Boudec
De Cyril Demarche
De Olivier Wittenberg
De Antoine Chambert-Loir
