In this video, I solve LeetCode's Unique Paths II problem where we need to find the number of unique paths in a grid with obstacles. #dynamicprogramming #leetcode #pathfinding
⏱️ **Time Complexity**: O(m*n) - where m and n are the dimensions of the grid
🧠 **Space Complexity**: O(m*n) - for the DP table
Timestamps:
00:00 - Understanding problem statement
00:54 - Using brute force
02:01 - Using Dynamic programming
02:22 - Big O Notation calculated
05:31 - Improving space complexity
06:42 - Python code walk-through
07:39 - Solution analysis - runtime + memory
07:47 - Conclusion
Key Concepts:
Dynamic Programming
2D Grid Traversal
Path Counting
Bottom-up DP Approach
State Transitions with Obstacles
Learning Points:
How to handle obstacles in grid-based path counting problems
Converting the recursive formula to an iterative DP solution
Handling edge cases for the first row and column
Space optimization techniques for DP grid problems
Related Problems:
LeetCode 62: Unique Paths
LeetCode 64: Minimum Path Sum
LeetCode 980: Unique Paths III
LeetCode 1091: Shortest Path in Binary Matrix
Target Audience:
This video is for intermediate programmers preparing for coding interviews, especially those focusing on dynamic programming and grid-based problems.
Prerequisites:
Basic understanding of dynamic programming concepts
Knowledge of 2D arrays in Python
Familiarity with time and space complexity analysis
Links:
Problem: https://leetcode.com/problems/unique-...
Solution Code: https://leetcode.com/problems/unique-...
Additional Tips:
Pay special attention to initializing the DP array correctly with obstacles
Remember that a single obstacle in the first row/column blocks all further paths
Consider the space optimization from O(m*n) to O(n) by reusing rows
🔔 If you found this solution helpful, please like and subscribe for more LeetCode solutions! Share your questions or alternative approaches in the comments below. #pythonsolution #codinginterview #algorithms
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