dynamic programming Subset Sum Problem A special case of 0/1 Knapsack Problem Given a finite set \(S = \{ s \in \mathbb{Z}_+\}\) and an integer \(t < 0 \), is there a subset

dynamic programming Longest Common Subsequence #ifndef MEHARA_LONGEST_COMMON_SUBSEQUENCE_H_ #define MEHARA_LONGEST_COMMON_SUBSEQUENCE_H_ #include <deque> #include <vector> std::deque<char> LongestCommonSubsequence(std::vector<char> sequence1, std:

dynamic programming The Coin Change Problem The coin change problem is a classic dynamic programming problem (unbounded knapsack problem) which can be solved recursively. N = Coins with different denominations D = Array of denominations S = Total amount to make C