Maximizing Walls Destroyed by Robots with DSA

Today, I tackled a challenging DSA problem titled “Maximum Walls Destroyed by Robots.” This problem involved several key concepts: - Sorting - Binary Search (lower_bound / upper_bound) - Greedy + Dynamic Programming The core idea revolves around each robot having a specific range, with the objective of maximizing the number of walls covered while avoiding overlap conflicts between adjacent robots. Here’s what I implemented: - Utilized unordered_map to map each robot to its distance. - Applied binary search to efficiently determine reachable walls. - Maintained prefix decisions using Dynamic Programming: - subLeft: best result when the current robot contributes from the left - subRight: best result when the current robot contributes from the right A key learning from this experience was that optimizing overlapping ranges with constraints requires a combination of: - Local decisions for each robot's coverage - Global optimization through DP transitions This problem truly tested my ability to think in intervals, handle edge cases between adjacent elements, and optimize using the Standard Template Library effectively. Consistency and problem-solving lead to growth. #DSA #Coding #Cpp #LeetCode #ProblemSolving #SoftwareEngineering #FAANGPrep #POTD

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