Rational Hodge isometries of hyper-Kahler varieties of K3[n]-type are algebraic

Documents similaires

• Lagrangian fibrations of holomorphic-symplectic varieties of K3^[n]-type
  par: Markman, Eyal
  Publié: (2013)
• Stable vector bundles on a hyper-Kahler manifold with a rank 1 obstruction map are modular
  par: Markman, Eyal
  Publié: (2021)
• A proof of the Kawamata-Morrison Cone Conjecture for holomorphic symplectic varieties of K3^[n] or generalized Kummer deformation type
  par: Markman, Eyal, et autres
  Publié: (2014)
• The monodromy of generalized Kummer varieties and algebraic cycles on their intermediate Jacobians
  par: Markman, Eyal
  Publié: (2018)
• Cycles on abelian 2n-folds of Weil type from secant sheaves on abelian n-folds
  par: Markman, Eyal
  Publié: (2025)