http://oj.leetcode.com/problems/search-for-a-range/

要求复杂度为O(lgn),用二分查找的思想。

#include <iostream>
#include <vector>
using namespace std; class Solution {
public:
void fun(int* A,int start,int end,int target,vector<int> &ans)
{
if(start>end || ( start == end && A[start]!= target ))
{
ans.push_back(-);
ans.push_back(-);
return;
}
if(start == end && A[start] == target)//只有一个元素了
{
ans.push_back(start);
return;
}
if(A[start] == target && target ==A[end])
{
ans.push_back(start);
ans.push_back(end);
return;
}
int middle = (start + end)/;
if(A[middle]<target)
fun(A,middle+,end,target,ans);
else if(A[middle]>target)
fun(A,start,middle-,target,ans);
else
{
ans.push_back(middle);
return;
}
return;
}
vector<int> searchRange(int A[], int n, int target) {
vector<int> ans;
if(n == )
return ans; fun(A,,n-,target,ans); int small,large;
if(ans[] == -) //肯定没找到
{
ans.clear();
ans.push_back(-);
ans.push_back(-);
return ans;
}
if(ans.size()==) //ans中只有一个元素
small = large = ans[]; if(ans.size() == )
{
small = ans[];
large = ans[];
}
while(small>= && A[small] == target) //往左边扩展
small--;
while(large<=n- && A[large] == target) //往右边扩展
large++;
if(small == - || A[small]!=target) //考虑上面while循环的退出条件
small++;
if(large== n || A[large]!=target)
large--;
ans.resize(); //可能ans的size是1
ans[] = small; //将扩展后的再赋值回来
ans[] = large;
return ans;
}
}; int main()
{
Solution myS;
int A[] = {,,,,,,,};
vector<int> ans = myS.searchRange(A,,);
return ;
}

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