Intersection product of Cartier divisors
= Intersection product of Cartier divisors
{title2=$D_1\cdots D_n\cdot[X]$}
= Intersection product
{synonym}
Successive intersection with <Cartier divisors> gives a cycle class. On an $n$-dimensional complete scheme, its degree is multilinear and depends only on numerical divisor classes; the top product with one divisor is its <self-intersection number>.