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Post #3909
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🔟 DYNAMIC PROGRAMMING
Dynamic Programming, or DP, is used when a problem can be broken into smaller overlapping subproblems and their results can be reused.
Two important ideas are:
👉 Memoization → Store results of previously solved states.
👉 Tabulation → Build results iteratively from smaller states.
DP often appears in problems involving: Sequences, Paths, Knapsack-style problems, Optimization, Counting possibilities
🔥 HOW TO RECOGNIZE THE PATTERN
🔹 Continuous subarray/substring → Sliding Window
🔹 Sorted data + search → Binary Search
🔹 Pair or opposite-end comparison → Two Pointers
🔹 Need fast lookup → Hashing
🔹 Most recent item first → Stack
🔹 Tree/graph traversal → BFS / DFS
🔹 Explore multiple possibilities → Backtracking
🔹 Repeated subproblems → Dynamic Programming
🔹 Local choices with provable optimality → Greedy
🚀 Double Tap ❤️ For More
Dynamic Programming, or DP, is used when a problem can be broken into smaller overlapping subproblems and their results can be reused.
Two important ideas are:
👉 Memoization → Store results of previously solved states.
👉 Tabulation → Build results iteratively from smaller states.
DP often appears in problems involving: Sequences, Paths, Knapsack-style problems, Optimization, Counting possibilities
🔥 HOW TO RECOGNIZE THE PATTERN
🔹 Continuous subarray/substring → Sliding Window
🔹 Sorted data + search → Binary Search
🔹 Pair or opposite-end comparison → Two Pointers
🔹 Need fast lookup → Hashing
🔹 Most recent item first → Stack
🔹 Tree/graph traversal → BFS / DFS
🔹 Explore multiple possibilities → Backtracking
🔹 Repeated subproblems → Dynamic Programming
🔹 Local choices with provable optimality → Greedy
🚀 Double Tap ❤️ For More
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