The closest call was this post Why does radix sort divides it's elements though it is not a Stable Sort?:įirst, Radix-sort divide and group because it works on divide and conquer technique. Abstract: Massive correlated data with many inputs are often generated from computer experiments to study complex systems. Among the most disordered characters, aggressive personalities are prone to using this tactics. I also researched in my Algorithms and Datastructures book (Algorithmen und Datenstrukturen) but it didn't explicitly state that. Key words and phrases: Computer experiment confidence distribution divide-conquer-combine method predictive distribution. The divide and conquer strategy is just one of the many effective tactics certain personalities use to get their way. Neither is it explicitly written on wikipedia, nor do some related questions provide the answer. I already tried looking for some explicit statements that radix sort is a divide-and-conquer algorithm, but didn't find the answer. My question now is: Is the definition of divide-and-conquer satisfied? Did I even use the correct definition? If not what did I do wrong in my thought process? I think that breaking down the problem is satisfied, so should in my opinion be the solving of this problem (sorting using counting sort in O(n), as this is already the most simple solution) but I am not sure about the combining step. Next I have to sort each bucket (starting with the least significant digit and working to the most significant) with for e.g. As far as I understand in this case I first split my problem into 3 buckets, where each bucket is assigned to least significant digit, the middle one and the most significant digit. The meaning of DIVIDE AND CONQUER is to make a group of people disagree and fight with one another so that they will not join together against one. Lets assume we just use numbers from 0 to 999 for simplification. The solutions to the sub-problems are then combined to give a solution to the original problem. I was wondering if Radix sort can clearly be defined as being a divide-and-conquer algorithm.Īs I understand a divide and conquer algorithm is defined by:Ī divide-and-conquer algorithm recursively breaks down a problem into two or more sub-problems of the same or related type, until these become simple enough to be solved directly.

Split and conquer