Shell Sort Example

Improves on insertion sort.

Starts through comparing elements far apart, after that component less far apart, and lastly comparing adjacent elements (successfully an insertion sort).

Through this particular phase the actual the elements tend to be sufficiently sorted that the running time from the last phase is much closer to O(N) compared to O(N2).

Shell sort, also called the actual diminishing increment sort, is among the oldest sorting algorithms, named after its inventor Donald. L. Shell (1959). It's quick, easy to understand as well as simple to implement. However, it's complexity analysis is a little more sophisticated.

Example 1: The Shell Sort with Increments of Three.

The Shell Sort following Sorting Each Sublist:

The final insertion sort using an increment of one, in other words, a standard insertion sort.

Shell Sort: A Final Insertion Sort with Increment of 1

Initial Sublists for a Shell Sort

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