Java 6's Arrays.sort method uses Quicksort for arrays of primitives and merge sort for arrays of objects. I believe that most of time Quicksort is faster than merge sort and costs less memory. My experiments support that, although both algorithms are O(n log(n)). So why are different algorithms used for different types?
Why does Java's Arrays.sort method use two different sorting algorithms for different types?
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java.util.Arrays uses quicksort for primitive types such as int and mergesort for objects that implement Comparable or use a Comparator. The idea of using two different methods is that if a programmer’s using objects maybe space is not a critically important consideration and so the extra space used by mergesort maybe’s not a problem and if the programmer’s using primitive types maybe performance is the most important thing so use the quicksort.
For Example: This is the example when sorting stability matters.
That’s why stable sorts make sense for object types, especially mutable object types and object types with more data than just the sort key, and mergesort is such a sort. But for primitive types stability is not only irrelevant. It’s meaningless.
Source: INFO
Java's Arrays.sort method uses quicksort, insertion sort and mergesort. There is even both a single and dual pivot quicksort implemented in the OpenJDK code. The fastest sorting algorithm depends on the circumstances and the winners are: insertion sort for small arrays (47 currently chosen), mergesort for mostly sorted arrays, and quicksort for the remaining arrays so Java's Array.sort() tries to choose the best algorithm to apply based on those criteria.
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