排序算法的Golang实现
package main
import (
"fmt"
)
//冒泡排序:升序
func BubbleSort(s []int) {
for i:= 0;i < len(s);i++{
for j := 0;j < len(s) - 1 - i;j++{
if s[j] > s[j+1] {
temp := s[j]
s[j] = s[j+1]
s[j+1] = temp
}
}
}
}
//选择排序:升序
func SelectSort(nums []int) {
for i := 0;i < len(nums);i++{
min := nums[i]
minIndex := i
for j := i + 1;j < len(nums);j++{
if min > nums[j] {
min = nums[j]
minIndex = j
}
}
nums[minIndex] = nums[i]
nums[i] = min
}
}
//快速排序
func QuickSort(s []int,left,right int) {
sort := func(s []int,low,high int)int {
tmp := s[low]
for low < high{
for low < high && s[high] >= tmp{
high--
}
s[low],s[high] = s[high],s[low]
for low < high && s[low] <= tmp{
low++
}
s[low],s[high] = s[high],s[low]
}
return low
}
if left < right {
index := sort(s,left,right)
QuickSort(s,left,index-1)
QuickSort(s,index+1,right)
}
}
//堆排序
func heapSort(s []int) {
heapAdjust := func(s []int,parent,len int) {
var i int
for 2 * parent + 1 < len{
lchild := 2 * parent + 1
rchild := lchild + 1
i = lchild
//取出两个子节点中最大的一个
if rchild < len && s[rchild] > s[lchild]{
i = rchild
}
//如果最大节点大于父节点则交换,否则退出循环
if s[i] > s[parent] {
s[parent],s[i] = s[i],s[parent]
parent = i
}else {
break
}
}
}
//从最后一个非叶子节点开始调整(len(s)/2 - 1)
for i := len(s)/2 - 1;i >= 0;i--{
heapAdjust(s,i,len(s))
}
for i := len(s) - 1;i > 0;i--{
s[0],s[i] = s[i],s[0]
heapAdjust(s,0,i)
}
}
//归并排序
func merge(left,right []int) []int {
result := make([]int,0)
m,n := 0,0
l,r := len(left),len(right)
for m < l && n < r {
if left[m] > right[n] {
result = append(result,right[n])
n++
continue
}
result = append(result,left[m])
m++
}
result = append(result,right[n:]...)
result = append(result,left[m:]...)
return result
}
func mergeSort(arr []int) []int {
if len(arr) < 2 {
return arr
}
i := len(arr)/2
left := mergeSort(arr[0:i])
right := mergeSort(arr[i:])
result := merge(left,right)
return result
}
func main() {
//数组是属于值类型,方法传递的话应该是副本
array := []int{9,20,1,3,2,80,76}
//BubbleSort(array)
//SelectSort(array)
//QuickSort(array,0,len(array) - 1)
//堆排序
//heapSort(array)
//归并排序
array = mergeSort(array)
fmt.Println(array)
}