26/09/2026
The course breaks down into six fundamental patterns, explaining the logic and code (using Python) for each:
1) Constant Transition: Learn the basics with problems like the Climbing Stairs and House Robber, where the state depends on a fixed number of previous states.
2) Grid Pattern: Explore 2D dynamic programming with problems like Unique Paths, learning how to build tables to solve navigation challenges.
3) Two Sequences: Discover how to compare strings and sequences using 2D tables, covering classics like Longest Common Subsequence and Edit Distance.
4) Interval DP: Tackle problems involving finding optimal substructures within intervals, such as the Longest Palindromic Subsequence.
5) Non-Constant Transition: Understand complex transitions where a state depends on a variable number of previous states, illustrated by the Longest Increasing Subsequence problem.
6) Knapsack-Like Problems: Master problems involving building specific sums or filling capacities, such as Partition Equal Subset Sum and Coin Change.
Master the art of Dynamic Programming by learning to break complex ...