Memoized Dynamic Programming Stirling Numbers of the SecondKind, S(n, k), count the number of ways to divide n objects into kgroups. They satisfy the following recurrence: ? S(n, k) = {xS(?kS(n - Stirling Numbers of the Second Kind, \( S(n, k) \), count the number of ways to divide \( n \) objects into \( k \) groups. - They satisfy the following recurrence: \[ S(n, k)=\left\{\begin{array}{l 1 answer