bubble sort python

, continued, 3:2 large, 2 as the minimum, 2:5 small, continued, 2:1 large, 1 as the minimum, and the comparison ended. Swap positions of 1 and 3.[1,4,7,2,5,3]Start with the 2nd element. 4 is the decimal. 4:7 Small, continue, 4:2 large, 2 as the minimum, 2:5 small, continue, 2:3 small, the comparison is over. Swap positions of 2 and 4.[1,2,7,4,5,3]Start with the 3rd element. 7 is the decimal. 7:4 large, 4 as the minimum number, 4:5 small, continue, 4:3 large, 3 as the minimum number, the comparis

Example array:$array = [62, 88, 58, 47, 62, 35, 73, 51, 99, 37, 93];First, bubble sortThe array is divided into two parts ordered and unordered, and the adjacent elements in the unordered sequence are compared, if the preceding element value is greater than the value of the element behind it, and the first round is sorted, the maximum (99) is placed at the front of the ordered sequence (10), i.e. the element in the ordered sequence is [99], as follows

Bubble sorting is one of the most entry-level algorithms in the sorting algorithm. Because of its simple and easy to understand, often in the classroom as a sort of entry algorithm.Bubble sort in the name of the business, the sort process is like a bubble in the water genera

Is mainly the comparison exchange of 2 adjacent records1 PackageCom.trfizeng.changesort;2 3 /**4 * @authorTrfizeng Internal Sort Exchange sort-bubble sort (Bubble sort)5 */6 Public classBubblesort {7 Public Static int[] B

Time always makes me feel a sense of frustration after knowing, perhaps because I never want to record the past.3.1.1 Select sort (n elements, 0~n-1, ascending, unstable) Make an I scan of array A (0 Code implementation/*** Select sort (Ascending) *@paramarrays sorted by array **/ Public Static voidSelectsort (int[] Array) { for(inti=0;i){ intmin=i; for(intj=i+1;j){

Sort algorithm------Bubble sort bubblesortBubble sort is the most basic sort method, it is through the large number of precipitation, not a round of sequencing, the entire sequence of the largest number will be placed in the end, "bubbling is the final appearance of this num

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

The last one said the choice of the principle of sorting, this time we say the principle of bubble sortIn fact, the bubble sort and the selection sort are all very simple sorting methods.This article describes the following: Sorting principleAlgorithm implementation (JAVA)Testing phaseAlgorithm analysis S

Bubble sortTheory: Starting with the first number, compare the adjacent two numbers, compare the first number to the second number ...., if it is a small to large sort, if the next number is larger than the previous exchange two position, so that the first round of comparison base after the largest number to the last side, followed by a second trip to the comparison, Compared to the number of front N-1, the

Exchange Sort : 22 The key code for the sorted record, in reverse order, is exchanged until there is no reverse order.The simplest sort of swap is: bubble sort.Bubble Sort (Bubble sort, also known as

Bubble sort is a sort of algorithm that we basically get into contact with in the beginning of programming, since it is more concise and more image.Its idea is to let each of the adjacent elements compare, if they do not follow the ascending or descending, then exchange their positions, repeat the operation, the largest or smallest elements like bubbles, rise to

Packagecom.sort.test;Importjava.util.Arrays;ImportJava.util.Random; Public classVeriablesort {Private Static intmax_number=10; Public Static voidMain (string[] args) {//TODO auto-generated Method Stub int[] Array =New int[Max_number]; Random Rand=NewRandom (); for(inti = 0; i ) {Array[i]= Rand.nextint (20); } //the original array sequenceSystem.out.println ("The original array is sorted as follows:"); System.out.println (arrays.tostring (array));//Bubblesort (array);System.out.pr

Bubble sort Privatevoid Swap (Int[] arrays,int I,Int J) {int temp; temp = arrays[i]; Arrays[i] = Arrays[j]; arrays[j] = temp;} public int[] Arrayintsort (int[] array) {for (int i = 1; i ARRAY.LENGTH; i++) {for (int j = 0; J array.length-i; J + +) {if (array[j] > array[j + 1]) {swap (array, J, j + 1);}} return array;}

] = 0; } index = 0; } Bubble sort: Countdown from the last index Public void Bubblesort () { int temp; Traverse forward from the largest index until the index is 1 for (int i = upper; I >= 1; i--) { Iterate backward from the smallest index until the current element for (int j = 0; J

Bubble sort (Bubble sort) is a simple sort algorithm. It repeatedly visited the sequence to sort, comparing two elements at a time, and swapping them out if they were wrong in the order. The work of the sequence of visits is repea

This morning whim, and want to see the bubble sort ...As a degree Niang, found the degree Niang to me this article, the preceding text description or is simple and understandable, but the code to give a demonstration of some irrelevant.And then a wiki. The code given above is found to be a sort of selection, and summarized as follows:Let's assume that there is an

1. Bubble sortBubble sort (Bubble sort) is one of the most classic and simplest sorting algorithms.Principle: Compare two adjacent elements, Exchange large value elements to the right (descending opposite).Step: Compare adjacent elements. If the first one is bigger than the second one, swap them both. Do the same for e

In the previous article, we talked about how C # implements bubble sorting. So did you ever think about how to do a bubble sort on any type of data? Here we will answer this question. First we learned that the essence of bubble sort is to rank an array of elements in ascendi

Basic ideas22 The comparison between adjacent elements, if the former is greater than the latter, then the Exchange ;Set the array length to n.1. Compare the next two data, if the previous data is larger than the data, two data will be exchanged.2. So that the No. 0 data of the array to N-1 data after one traversal, the largest one of the data is "sink" to the N-1 position of the array.3. N=n-1, if N is not 0, repeat the previous two steps, otherwise the sor