Most "hard" DSA problems are not hard because of logic. They are hard because the pattern is not obvious.
Strong problem solvers identify structure before writing code.
- Subarray / substring problems
- Contiguous elements
- Fixed or variable window size
- Optimize from O(n²) → O(n)
- "Longest substring"
- "Maximum sum subarray"
- "At most K distinct characters"
- Sorted arrays
- Pair problems
- Partitioning
- Palindrome checks
- "Find two numbers that sum to X"
- "Remove duplicates"
- "Container with most water"
- Repeated range queries
- Subarray sum problems
- Cumulative calculations
- "Sum between L and R"
- "Subarray sum equals K"
- "Equilibrium index"
- Search space is monotonic
- You can validate a condition
- Optimize brute force range
- "Minimum possible"
- "Maximum feasible"
- "Capacity / allocation problems"
- Overlapping subproblems
- Optimal substructure
- Decision at each index/state
- What is my state?
- What decisions do I have?
- What is the transition?
- What is the base case?
DSA mastery is not memorizing solutions.
It is recognizing:
- Structure
- Constraints
- State modeling
- Pattern reuse
Pattern recognition reduces thinking cost. That is real DSA maturity.
— CodeWithIshwar