Definition 20.1.11.FB2640F8F828 A Cartier b-divisor $\mathbb {D}$ over $X$ is nef if there exists a realization $(\pi \colon Y\rightarrow X, \alpha _ Y)$ of $\mathbb {D}$ such that $\alpha _ Y$ is nef.
PomePomeFB2640F8F828Definition 20.1.11.FB2640F8F828 A Cartier b-divisor $\mathbb {D}$ over $X$ is nef if there exists a realization $(\pi \colon Y\rightarrow X, \alpha _ Y)$ of $\mathbb {D}$ such that $\alpha _ Y$ is nef.
Comments
Corrections, questions, and mathematical discussion are welcome. Sign in with GitHub to comment. Comments are public.