摘要

S. Payne asked whether for a variety X of dimension d, the closed cone spanned by the divisors ample in dimension k (1 %26lt;= k %26lt;= d) and the closed cone spanned by the classes of curves on some Q-factorial small modifications of X movable in codimension d - k are dual to each other. We prove that this is true for Fano type varieties and Mori dream spaces.

  • 出版日期2012