bubble sort java

movementFeatures: Data movement is minimal, unstable, suitable for use when the number of sorts is less PackageCn.guangboyuan;Importjava.util.Arrays;/** * @authorRed Ants * Public number: Programmer's Way * Select Sort*/ Public classSelectionsort { Public Static int[] Selectionsort (int[] ints) { inttemp; intRunnum = 0; for(inti = 0; i ) { for(intj = i+1; J ) { if(ints[j]Ints[i]) {Temp=Ints[i]; Ints[i]=Ints[j]; INTS

].monkeyid =Insertno; } } //Select Sort Public voidSelectsort (monkey[] monkeys) {floatTempheight = 0.0f; String Tempno= ""; for(inti = 0; i ) { floatMinHeight =Monkeys[i].height; intMinindex =i; //and the back of the comparison for(intj = i + 1; J ) { if(MinHeight >monkeys[j].height) { //Fix the minimum valueMinHeight =Monkeys[j].height; //correction of subscriptMinindex =J; }

Bubble Sort: http://blog.csdn.net/pzhtpf/article/details/75602941 Public classBubblesort {2 PublicBubblesort () {3 inta[]={49,38,65,97,76,13,27,49,78,34,12,64,5,4,62,99,98,54,56,17,18,23,34,15,35,25,53,51}; 4 intTemp=0; 5 for(inti=0;i){ 6 for(intj=0;j){ 7 if(a[j]>a[j+1]){ 8temp=A[j]; 9A[j]=a[j+1]; Tena[j+1]=temp; One } A } - } - for(inti=0;

) { //exits the loop without an exchange; Break; }} System.out.println (Arrays.tostring (arr)); }}Bubble sort second optimization (Inner loop optimization) /*** Bubble sequencing performance analysis and algorithm optimization (inner loop optimization)*/@Test Public voidtest2 () {int[] arr = {22,1,10,5}; //mark the location of

The example in this article describes how Java uses a bubble sort array to sort the arrays. Share to everyone for your reference. Specifically as follows: First, bubble sort: Sort arr

/** * Bubble Sort estimation is a sort method that is mentioned in every algorithm book. * Its basic idea is to the length of the sequence of N, with N trip to arrange it into an ordered sequence. * The 1th trip will be the largest elements in the sequence of the tail, the 2nd trip will be the 2nd large elements in the penultimate position, * that is, each ti

1. Use the sort () in the arrays class in the Javaapi document to sort quickly Copy Code code as follows: Import Java.util.Arrays; public class testone{ public static void Main (String [] args) { int [] array={2,0,1,4,5,8}; Arrays.sort (array);//Call Arrays static method sort, sorted in ascending order for (int show:array) { Sy

3rd forward bubbling, sorted results: 7192324262931363839 3rd forward bubbling, sorted results: 7192324262931363839 3rd times forward bubbling, Sort Result: 7192324262931363839 3rd time forward bubbling, sorted results: 7192324262931363839 3rd reverse bubbling, sorted results: 7192324262931363839 3rd times Reverse bubbling, Sort Result: 7192324262931363839 3rd time reverse

This article illustrates the bubbling sort of Java sort algorithm summary. Share to everyone for your reference. The specific analysis is as follows: Bubble Sort (bubblesort) is to compare the adjacent two numbers sequentially, place the decimal number in the front, and th

}} 3. Quick Sort provides method invocation/** * Quick sort @param numbers with sorted array */ void Quick (int// view array is empty {quickSort (numbers, 0, numbers.length-1);}} Analysis:Fast sorting is generally considered to be the best average performance in a sorting method of the same order of magnitude (O (nlog2n)) . However, if the initial sequence is ordered or basically

1 、-------MessageFor beginners of Java students, the sort is in a strange but a basic problem. But because I have just stepped into the world of learning Java, a lot of things can not be well understood, resulting in their own can be knocked out of code or roughly to understand,But the idea of solving the problem is not very well in depth. (In fact, the beginning

(int[] numbers,intLowintHigh ) { if(Low High ) {intMiddle = getmiddle (Numbers,low,high);//divides a numbers array into a splitQuickSort (Numbers, low, middle-1);//recursive ordering of low-field tablesQuickSort (Numbers, middle+1, high);//recursively sort a high-field table } }3. Quick Sort provides method invocation/** * Quick sort

before the large number is placed;Then compare the 2nd and 3rd numbers, put the decimal before the large number, so continue until the last two numbers are compared, the decimal place before the large number of places;At the end of the first trip, the largest number was put to the last.On the second trip:The comparison is still started from the first logarithm (because the 1th number is no longer less than the 2nd number because of the 2nd and 3rd number of interchanges), the decimal place is p

Preface: About the Bubble sort and choose the sort, each time writes the time to look at their concept again, this time, writes oneself to understand1. Bubble Sort:In fact, bubble sort should be proved by example, set the array le

item is placed in the position of the previous item, the second round selects the third item as the insert item and then the second item is removed The second item is moved back to the insert item, and then inserted as compared to the first item if small, then the first item is moved to the second item, the insert item is placed in the first item, and so on.These three kinds of sorted Java programs1. Bubble