Bubble Sort 是一种思路很简单的排序方法。 冒泡的泡是指当前待排序的序列中元素最大的那个元素,我们找到这个元素,并把这个元素放到最后一个位置,那么最大的元素就已经排好序了(冒泡了)。 这时候再将剩下的元素序列用同样的方法处理,就会出现所有元素中第二大的元素冒泡,第3大的元素冒泡,一直到最后一个元素不用冒泡了。全部元素就排好序了。 待排序数据
public static double[] BubbleSort (params double[] numArray){ double[] resultArray = new double...
In Bubble sort, two consecutive elements in a given list are compared and their positions in the given list (array) are interchanged in ascending or descending order as desired. Consider the following series of numbers, which are to be arranged in ascending or descending order. The series of...
C#代码 publicstaticvoidBubbleSort(int[] array) {vartemp =0;for(inti =0; i < array.Length; i++) {for(intj =0; j < array.Length -1- i; j++) {if(array[j] > array[j +1]) { temp=array[j]; array[j]= array[j +1]; array[j+1] =temp; } } } }...
Best algorithm to sort an array in C. Contribute to ayoubsami/C_Array_Sort development by creating an account on GitHub.
}voidshow_array(intdata[],intnmeb){for(size_ti =0; i < nmeb; i++) {printf("%d ", data[i]); }printf("\n"); }intmain(void){inttest[] = {3,4,1,43,67,65,5};show_array(test,sizeof(test) /sizeof(test[0]));bubble_sort(test,sizeof(test) /sizeof(test[0]));show_...
include <stdio.h>void swap(int *a, int *b);void bubbleSort(int array[], int length){int i,j;for(i = 0; i < length - 1; i++) {for(j = 0; j < length - i - 1; ++j) {if(array[j] > array[j + 1])swap(&array[j],&array[j + 1]);}}} void swap(...
("\n"); } //冒泡排序,array是传入的数组,n为数组长度 Element* bubble_sort(Element* array ,int n) { Element* a = array; if (n <= 1) { printf("Not enough array data\n"); exit(0); } for (int i = 0; i < n ; i++) { //提前退出冒泡排序的标志位 int flag = False; ...
Each individual value can move at most one position toward the beginning of the array per iteration of the outermost loop, which can be thought of as bubbles slowing rising to the top of a liquid. Save this file as bubble_sort.c and compile with gcc, using the “-O3” flag to tell ...
What is Bubble Sort in C? Bubble sort is an in-place comparison sorting algorithm that sequentially compares pairs of adjacent elements in an array and swaps their positions if they are not in the desired order. The algorithm performs multiple passes through the array until it is sorted. ...