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The current Sorts module lacks the heap sort algorithm, which is an efficient, in-place sorting algorithm with O(n log n) time complexity. This could be useful in situations where space is a concern but we still need a reliable sorting method.
Implement heap sort within the Sorts module. This will involve building a max heap or min heap and then extracting elements in order to place them into their correct position in the sorted array.
Alternatives like merge sort and quicksort are already included, but heap sort could provide a valuable in-place sorting option with consistent time complexity.
The heap sort implementation should be written in a way that is consistent with the current sorting functions in the module, ensuring readability and coherence.
The text was updated successfully, but these errors were encountered:
The current Sorts module lacks the heap sort algorithm, which is an efficient, in-place sorting algorithm with O(n log n) time complexity. This could be useful in situations where space is a concern but we still need a reliable sorting method.
Implement heap sort within the Sorts module. This will involve building a max heap or min heap and then extracting elements in order to place them into their correct position in the sorted array.
Alternatives like merge sort and quicksort are already included, but heap sort could provide a valuable in-place sorting option with consistent time complexity.
The heap sort implementation should be written in a way that is consistent with the current sorting functions in the module, ensuring readability and coherence.
The text was updated successfully, but these errors were encountered: