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This pull request adds a recursive implementation of the Merge Sort algorithm under Sorting/MergeSort.java.

What this PR includes:
• Full implementation of Merge Sort using the divide and conquer strategy
• Recursive method to split the array into halves
• Merging logic to combine sorted subarrays
• Sample input and output in the main() method
• Time complexity: O(n log n)

Why Merge Sort?
• Merge Sort is significantly faster than O(n²) algorithms like Bubble or Insertion Sort on larger datasets.
• It is stable and has consistent performance across input types.
• Demonstrates recursion, modular logic, and efficient array handling.

This contribution enhances the Sorting section of the repo with a mid-level, industry-relevant sorting algorithm.

@codecov-commenter
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Codecov Report

All modified and coverable lines are covered by tests ✅

Project coverage is 74.06%. Comparing base (7602f1e) to head (2c50872).

Additional details and impacted files
@@             Coverage Diff              @@
##             master    #6280      +/-   ##
============================================
- Coverage     74.07%   74.06%   -0.01%     
+ Complexity     5351     5350       -1     
============================================
  Files           677      677              
  Lines         18648    18648              
  Branches       3621     3621              
============================================
- Hits          13813    13812       -1     
  Misses         4276     4276              
- Partials        559      560       +1     

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@vil02
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vil02 commented Jun 10, 2025

Same as in #6281 (comment).

@vil02 vil02 closed this Jun 10, 2025
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3 participants