killsCurves(D)
Given a symmetric divisor D on $\bar{M}_{0,n}$, this function returns the list of symmetric F curves $C$ such that $D . C=0$.
Here is an example from the paper [AGSS]: When n is even, the divisor $D^n_{1,n/2}$ is zero on even F-curves and 1 on odd F-curves. (Here the parity of $F_{a,b,c,d}$ is defined to be the parity of the product $abcd$.) In the calculations below, we check this claim for $n=8$.
|
|
The object killsCurves is a method function.