Optimizing Dynamic Programming with Quadrangle Inequality
State Transition Equation The foundational equation for this optimization is: f(l, r) = min{f(l, k) + f(k + 1, r)} + w(l, r), where l ≤ k < r Problem Context Consider the classic stone merging problem where N piles of stones (N ≤ 300) are arranged linearly. Each pile has a weight mi (mi ≤ 1000)....