Merge Sort: our final example of recursion is the merge-sort.This is more sorting technique.While the bubble,insertion and selection sort take O(N^2) time.The merge sort is O(N*log N). Sample Code: /** * */ /** * @author Abhinaw.Tripathi * */ public class MergeApp { public static void main(String[] args) { int[] arrayA={23,47,81,95}; int[] arrayB={7,14,39,55,62,74}; int[] arrayC=new int[10]; merge(arrayA,4,arrayB,6,arrayC); display(arrayC,10); } private static void display(int[] arrayC, int size) { for(int j=0;j<size;j++) System.out.println(arrayC[j] + " "); System.out.println(" "); } private static void merge(int[] arrayA, int sizeA, int[] arrayB, int sizeB,int[] arrayC) { int aDex=0,bDex=0,cDex=0; while (aDex <sizeA && bDex < sizeB) if(arrayA[aDex] < arrayA[bDex]) arrayC[cDex++] = arrayA[aDex++]; else arrayC[cDex++] =arrayB[bDex++]; while(aDex < sizeA) arrayC[cDex++] =arrayA[aDex++]; while(bDex < sizeB) arrayC[cDex++] = arrayB[bDex++]; } }
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