The Kawamata-Morrison cone conjecture holds for Q-factorial terminal projective primitive symplectic varieties with b2 > 5 over characteristic zero fields, with an application to relative movable and nef cone conjectures for fibrations.
Éléments de géométrie algébrique (rédigés avec la collaboration de Jean Dieudonné): II. Étude globale élémentaire de quelques classes de morphismes
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The Cone Conjecture for Primitive Symplectic Varieties over a Field of Characteristic Zero and an Application
The Kawamata-Morrison cone conjecture holds for Q-factorial terminal projective primitive symplectic varieties with b2 > 5 over characteristic zero fields, with an application to relative movable and nef cone conjectures for fibrations.