bubble sort visualization

]=Vec[min]; Vec[min]=temp; } } }3. Insert sort, thought: Each time the collection is never sorted, take an element into the already sorted array, notice the difference between using the array and judging the condition with the vectorvoidInsertsort (vectorint>vec,intN//The reference must be passed here, because this is a class object, unlike an array{ if(vec = =NULL)return; intkey; for(inti =1; I ) {Key= Vec[i];//staging the value to insert

The code looks like this: Copy Code code as follows: /* * Bubble Sort*/ void Bubblesort (int arr[], int n) { int temp; for (int i = 0; i { for (int j = i + 1; j { if (Arr[i] > Arr[j]) { temp = Arr[i]; Arr[i] = Arr[j]; ARR[J] = temp; } } } } /* * Select Sort*/ void Choosesort (int arr[], int n) { int temp, k; for (int i = 0; i {

Bubble Sort in PHP, select Sort, insert sort ?? Bubble sort ?? Function Bubblesort ( $arr) { ???? ???? $temp = 0; ???? ???? Add maximum number of first ???? for ($i =0; $i ?????? ?????? for ($j =0; $j

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

Sort: Public class sortdemo {public static void main (string [] ARGs) {int [] arr = {5, 8, 9, 12, 55,565,421, 12,251 2,-5, -56}; // int [] arr = {6, 9, 4589,442,458,523 2,-788, 7,545,-44, 55,-11 //}; // selectionsort (ARR); // bubblesort (ARR); directinsertsort (ARR); printsort (ARR );} // select sorting. Each trip determines the number of ARR [I]. Each time the number of ARR [I] is equal to the number of all the following arr [J]. If the number is sa

Insert SortThe idea of inserting a sort is to traverse the entire array starting from the second element of the array. For each element, the elements that precede it are compared to him, the elements that are greater than it are moved backwards, and the element is finally inserted.The insertion sort is a stable sorting algorithm.Time Complexity T (n) =o (n^2)The best case has been ordered, T (n) =o (n)priv

Material: Monkey sort, according to height from small to large to sort.First Pass:The old monkeys led the small monkeys team by the size of a comparison, exchange, began to height ranks. (Bubble sort)Second Pass:Too slow, to make the first level more difficult, select sortThird Pass:Finally, try to sort by using the In

Recently looking at data structure and algorithm analysis, want to write a note to record, first from the basic bubble, select, insert Start. Note: This is illustrated by the example of the increment sequence First, bubble sort 1, principle: Starting from the first position of the array 22 compare Array[index] and array[index+1], if ARRAY[INDEX] greater than arra

$arr [$j]) {$temp = $arr [$i]; $arr [$i] = $arr [$j]; $arr [$j] = $temp; }}} return $arr;} /** * Select sort sort selectsort key is to find the smallest array subscript *///$arr = Array (100,2,4,5,6,1,7,3); Array (1,2,4,5,6,100,7,3) the first time//array (1,2,4,5,6,100,7,3) The second time//array (1,2,3,5,6,100,7,4) The third time//array ( 1,2,3,4,6,100,7,5) Fourth times//...//ar

#include Bubble sort, select sort, insert sort difference

Two days ago just loaded Python 3.1.1, can't help itched write point code.1. Select sort Copy Code code as follows: >>> def selsort (L): Length=len (L) For I in Range (length-1): Minidx=i Minval=l[i] J=i+1 While JIf MINVAL>L[J]: Minidx=j MINVAL=L[J] J=j+1 L[i],l[minidx]=l[minidx],l[i] Return L 2. Bubble sort Cop

S12-20160514-day17Pytho Automation Development day17date:2016.05.14 @南非波波Course Outline:Http://www.cnblogs.com/alex3714/articles/5474411.htmlFirst, bubble sorting algorithm#!/usr/local/env Python3 "author:@ South Africa bobo Blog:http://www.cnblogs.com/songqingbo/e-mail:[emailprotected]" Import random,time#m bubble sort def bubble_up1 (array): ' m

The working mechanism of the insertion sort and the arrangement of the rows in the hand when playing cards are similar. In the beginning, our left hand is empty, the ranking is down on the table, then, one hand from the table to touch a card, and put it in the right hand row of the correct position. In order to find the correct position of this card, he and his hands do not have a oh from the right to the left to compare, no matter what time, the left

using the Novice's thinking learning algorithm--toilet sort, bubble sort and quick sort"Bo Master" anti-bone Aberdeen "source" http://www.cnblogs.com/liqingwen/p/4994261.htmlToilet Sortfirst, the scene : The final exam is over, the teacher to the students score from high to low sor