TY - JOUR AB - The Manin conjecture is established for Châtelet surfaces over Q aris-ing as minimal proper smooth models of the surface Y 2 + Z 2 = f(X) in A 3 Q, where f ∈ Z[X] is a totally reducible polynomial of degree 3 without repeated roots. These surfaces do not satisfy weak approximation. AU - de la Bretèche, Régis AU - Timothy Browning AU - Peyre, Emmanuel ID - 237 IS - 1 JF - Annals of Mathematics TI - On Manin's conjecture for a family of Châtelet surfaces VL - 175 ER -