DylsexicChciken Posted March 22, 2014 Posted March 22, 2014 (edited) I am confused as to why merge sort for a list of size 2^n takes n steps.If you have n=4 lists 3,9,8,10 and you sort from least to greatest:3 9 8 10(3,9) (8,10) 2 work to compare 3 with 9 and 8 with 10.(3,8,9,10) 3 work to compare 3 with 8, 8 with 9, and 9 with 10.That's a total of 5 work, not 4. Every definition out there says it takes 4 steps to merge when it obviously takes 5 steps in the example given. Why is that? Edited March 22, 2014 by DylsexicChciken
DylsexicChciken Posted March 22, 2014 Author Posted March 22, 2014 (edited) Edit, first line should read: I am confused as to why merge sort for a list of size 2^k=n takes n steps. Edited March 22, 2014 by DylsexicChciken
mathematic Posted March 22, 2014 Posted March 22, 2014 Best case is O(n) not n. In general it is O(nlogn). http://en.wikipedia.org/wiki/Sorting_algorithm
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