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3350. Adjacent Increasing Subarrays Detection II.cpp #256
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3350. Adjacent Increasing Subarrays Detection II.cpp #256
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Reviewer's GuideImplements a C++ solution that precomputes increasing streak lengths and performs a binary search over possible subarray length k to detect the maximum k for which two adjacent strictly increasing subarrays exist. Class diagram for the new solution functionsclassDiagram
class check {
+bool check(int *inc, int n, int k)
}
class maxIncreasingSubarrays {
+int maxIncreasingSubarrays(int *nums, int numsSize)
}
maxIncreasingSubarrays --> check : calls
Flow diagram for the algorithm to find maximum adjacent increasing subarraysflowchart TD
A["Input: nums array"] --> B["Compute inc[]: increasing streak lengths"]
B --> C["Binary search for k"]
C --> D["For each candidate k, call check(inc, n, k)"]
D -->|If two adjacent increasing subarrays of length k exist| E["Update answer and try larger k"]
D -->|Else| F["Try smaller k"]
E --> C
F --> C
C --> G["Return max k found"]
File-Level Changes
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Thanks for raising the PR, the owner will be review it soon' keep patience, keep contributing>>>!!! make sure you have star ⭐ the repo
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Hey there - I've reviewed your changes - here's some feedback:
- Use std::vector for the streak lengths (and adjust the function signature) instead of a C‐style VLA to improve safety and standards compliance.
- Add an early return for numsSize < 2 (or k <= 0) to handle trivial inputs without running the full binary search.
- Rename the 'check' function to something more descriptive (e.g. hasAdjacentIncreasingSubarrays) so its intent is clearer.
Prompt for AI Agents
Please address the comments from this code review:
## Overall Comments
- Use std::vector<int> for the streak lengths (and adjust the function signature) instead of a C‐style VLA to improve safety and standards compliance.
- Add an early return for numsSize < 2 (or k <= 0) to handle trivial inputs without running the full binary search.
- Rename the 'check' function to something more descriptive (e.g. hasAdjacentIncreasingSubarrays) so its intent is clearer.Help me be more useful! Please click 👍 or 👎 on each comment and I'll use the feedback to improve your reviews.
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@gg21-prog made these changes
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@SjxSubham done! |
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@gg21-prog star the repo as well |
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done! |
🎉 Congrats on getting your PR merged in, @gg21-prog! 🙌🏼Thanks for your contribution every effort helps improve the project. Looking forward to seeing more from you! 🥳✨ |
PR Title: 3350. Adjacent Increasing Subarrays Detection II.cpp
Solution for issue #274
Intuition:
The goal is to find the longest point in the array where two strictly increasing parts appear one after another. Instead of checking every subarray, we track how long each increasing streak continues and use that to figure out where two valid segments can exist.
Approach:
First, build an array that stores the length of the current increasing streak ending at each position.
Then use binary search on k, the possible subarray length, to find the largest value for which two consecutive increasing parts of size k exist.
This approach is efficient because it relies on precomputed streaks rather than brute-force comparisons.
Complexity:
Time: O(n log n) due to binary search over possible lengths combined with linear checks.
Space: O(n) for storing streak lengths.
Key Takeaway:
By observing how long each part of the array keeps increasing, we can easily spot where two upward trends align. It’s a simple pattern-based way to solve the problem without unnecessary computation.
By submitting this PR, I confirm that:
Summary by Sourcery
Add a C++ implementation that computes the longest adjacent strictly increasing subarrays by preprocessing streak lengths and using binary search to find the optimal segment length.
New Features:
Enhancements: