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by thaumasiotes
3591 days ago
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> But it is helpful to keep the terminology clear, because an insert in the middle of a linked list is still O(1), but inserting into the middle of an array will require moving some fraction of the data. This is true if you already have a reference to the middle of the list. If you don't (say, because you want to insert while preserving the fact that the list is sorted), then inserting into a linked list is O(n) just like the array is. |
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