

Windows Benchmark: Merge Sort
Merge Sort is a sorting algorithm that divides-and-conquers by recursively dividing the array into two halves until each sub-array has only one element. This benchmark measures the time it takes to sort an array of 50 unsorted numbers. Implementation modified from GeeksForGeeks.
number
algorithm
All-Time Rankings
Rank | Language | Average Time | Best Time | Worst Time |
---|---|---|---|---|
1 |
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7.600µs | 5.700µs | 33.500µs |
2 |
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8.408µs | 7.800µs | 9.500µs |
3 |
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8.560µs | 7.600µs | 10.100µs |
4 |
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34.040µs | 29.800µs | 98.200µs |
5 |
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42.912µs | 37.800µs | 52.400µs |
6 |
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43.944µs | 38.400µs | 72.400µs |
7 |
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51.956µs | 46.800µs | 85.600µs |
8 |
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101.732µs | 88.700µs | 143.300µs |
9 |
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111.176µs | 94.100µs | 147.500µs |
10 |
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127.220µs | 0.000µs | 1,619.900µs |
11 |
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152.036µs | 137.000µs | 229.800µs |
12 |
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153.936µs | 121.000µs | 213.700µs |
13 |
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281.860µs | 219.100µs | 912.900µs |
14 |
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324.092µs | 284.300µs | 439.400µs |
15 |
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480.512µs | 347.100µs | 1,371.100µs |
16 |
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776.868µs | 360.000µs | 8,437.200µs |
17 |
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2,630.648µs | 2,092.800µs | 5,205.700µs |
18 |
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157,882.976µs | 63,636.200µs | 390,181.400µs |