I = baseLocus(D)
I = baseLocus(M)
Given a graded module $M$ with degree 0 global sections $s1, ..., sd$, this computes the locus where the $si$ do not generate $M$. Given a Weil divisor $D$, this computes the base locus of $O(D)$. For example, consider the rulings on $P^1 \times P^1$.
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Next we consider an example of a point on an elliptic curve.
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The object baseLocus is a method function.