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1. The invariant of the insertion sort defines that the data structure is always partially sorted at the left No element is ever larger than
1. The invariant of the insertion sort
defines that the data structure is always partially sorted at the "left" |
No element is ever larger than its successor when the array is not completely sorted |
Using a counter in for loops should not entail declaring the counter in the for header |
The insertion sort (unlike the Quicksort) has no invariant 2. The invariant of the binary search
3. Binary search has O(ln n) time complexity. This means that for each division of the data structure, there are exactly two places that the element sought can be found; in both the upper and lower divisions created by the algorithm.
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