二分查找递归与非递归
//算法7.3 折半查找
#include<iostream>
using namespace std;
#define MAXSIZE 100
#define OK 1;
typedef struct{
int key;//关键字域
}ElemType;
typedef struct{
ElemType *R;
int length;
}SSTable;
int InitList_SSTable(SSTable &L)
{
L.R=new ElemType[MAXSIZE];
if (!L.R)
{
cout<<"初始化错误";
return 0;
}
L.length=0;
return OK;
}
int Insert_SSTable(SSTable &L)
{
int j=1;
for(int i=1;i<MAXSIZE;i++)
{
L.R[i].key=j;
L.length++;
j++;
}
return 1;
}
int Search_Bin(SSTable ST,int key) {
// 在有序表ST中折半查找其关键字等于key的数据元素。若找到,则函数值为
// 该元素在表中的位置,否则为0
int low=1,high=ST.length; //置查找区间初值
int mid;
while(low<=high) {
mid=(low+high) / 2;
if (key==ST.R[mid].key) return mid; //找到待查元素
else if (key<ST.R[mid].key) high = mid -1; //继续在前一子表进行查找
else low =mid +1; //继续在后一子表进行查找
}//while
return 0; //表中不存在待查元素
}// Search_Bin
int Search_Bin2(SSTable ST,int key,int low,int high) {
// 递归折半查找 //置查找区间初值
int mid;
if(low>high){
return 0;
}
//while(low<=high) {
mid=(low+high) / 2;
if (key==ST.R[mid].key) return mid; //找到待查元素
else if (key<ST.R[mid].key) return Search_Bin2(ST,key,low,mid-1); //继续在前一子表进行查找
else return Search_Bin2(ST,key,mid+1,high);
//继续在后一子表进行查找
//}//while
}// Search_Bin
void Show_End(int result,int testkey)
{
if(result==0)
cout<<"未找到"<<testkey<<endl;
else
cout<<"找到"<<testkey<<"位置为"<<result<<endl;
return;
}
int main()
{
SSTable ST;
int low=1;
InitList_SSTable(ST);
Insert_SSTable(ST);
int high=ST.length;
int testkey1=8,testkey2=200;
int result;
cout<<"输入查找的数"<<endl;
//cin>>testkey1>>testkey2;
cout<<"非递归折半查找"<<endl;
cout<<""<<endl;
result=Search_Bin(ST, testkey1);
Show_End(result,testkey1);
result=Search_Bin(ST, testkey2);
Show_End(result,testkey2);
cout<<""<<endl;
cout<<"递归折半查找"<<endl;
cout<<""<<endl;
result=Search_Bin2(ST, testkey1,low,high);
Show_End(result,testkey1);
result=Search_Bin2(ST, testkey2,low,high);
Show_End(result,testkey2);
cout<<""<<endl;
}
原文地址:https://www.cnblogs.com/ygjzs/p/12061839.html
时间: 2024-11-08 21:05:54