User:Atmchicago

$$P\left(n \ge \kappa \right)=1-\sum_{x=0}^{\kappa-1}\frac{e^{-\lambda}\cdot\lambda^x} {x!}$$, where $$n$$ equals the number of solutions and $$\kappa$$ equals actual number of occurrences. $$\lambda$$ is the expected number of occurrences, which equals $$\frac{m \cdot s}{p}$$.

$$m$$ = number of plasmids, $$s$$ = number of solved permutations of edges, $$p$$ = number of permutations of edges.