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Update MergeSort.md
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src/Algorithms/Sorting/MergeSort/MergeSort.md

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@@ -12,6 +12,9 @@ sequence with later merge-back of the sub-sequences.
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4. Repeat 3 until you have arrived at the inital length of the sequence
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## Complexity
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The complexity of MergeSort is pretty straight-forward as opposed to e.g. RadixSort.
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As you can see it is not able to break the lower bound of `O(n log(n))`, due to it being
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comparison-based.
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| Best | Average | Worst | Stability |
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|----|----|----|----|

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