Solution
= Solution
A <Poisson point process> of intensity $\lambda(x)$ has independent counts on disjoint Borel sets, with $\Pi(A)\sim\operatorname{Poisson}(\int_A\lambda(x)dx)$ whenever the <integral> is finite.
= Solution
A <Poisson point process> of intensity $\lambda(x)$ has independent counts on disjoint Borel sets, with $\Pi(A)\sim\operatorname{Poisson}(\int_A\lambda(x)dx)$ whenever the <integral> is finite.