Comb Sort is a simple sorting algorithm which improves on its even more simple variant, Bubble Sort. It creates a gap between the two comparing indexes, and if the first one is larger, then it will swap the two values. This gap shrinks by a number, defined by the variable k. k = 1.3 has been found to be the best shrinking factor. Average case time complexity is improved but the worst-case time complexity remains n^2. In this visualization, the screen is only refreshed when Comb Sort has swapped an element.
Shuffle modes: Mode 1 - Random Shuffle Mode 2 - Backwards Sorted Mode 3 - Almost Sorted Mode 4 - Already Sorted Details: Time complexity: Best Case: O(n) Average Case: O(nlogn) Worst Case: O(n^2) Space Complexity: O(1): It is an in-place sorting algorithm. It does not require an auxiliary array. Sort Type: Exchange Sort(Comparative sorting algorithm that swaps elements.) Stability: Comb Sort is not stable. If two of the same element are there and they have keys A and B in that order, Comb Sort can have the keys out of order.
