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docs/dsa/binary_search/recursive_binary_search.md

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@@ -116,11 +116,11 @@ FUNCTION upperBound(array, low, high, key):
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2. Rotated Sorted Array
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Recursive binary search can be modified to handle rotated sorted arrays, where the array is sorted but then rotated at some pivot point.
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:::Tips
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:::tip
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Handle Edge Cases: Ensure your implementation correctly handles cases where the target element is not present or when the array is empty.
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Prevent Stack Overflow: Be mindful of the recursion depth, especially for large arrays, as deep recursion can lead to stack overflow.
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Efficiency: The recursive approach can be more intuitive and elegant, but consider the iterative approach for environments with limited stack size.
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## Conclusion
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Recursive binary search is a fundamental algorithm that every programmer should master. Its efficiency and versatility make it a powerful tool for solving a wide range of problems. By understanding how recursive binary search works and how to implement its variations, you'll be well-equipped to tackle numerous challenges in your programming journey. Happy coding!
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Recursive binary search is a fundamental algorithm that every programmer should master. Its efficiency and versatility make it a powerful tool for solving a wide range of problems. By understanding how recursive binary search works and how to implement its variations, you'll be well-equipped to tackle numerous challenges in your programming journey.

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