基于Visual C++2013拆解世界五百强面试题--题11-查找数字出现次数

时间:2022-12-22 19:44:22

在排序数组中,找出给定数字出现的次数比如{ 1, 2, 2, 2, 3}中2的出现次数是3次

我们可使用二分查找发,分别查找出2最先出现的位置和最后出现的位置相减即可。

下面是上代码:

#include <stdio.h> 

//二分法获取元素最后出现的位置,可能在元素的下一位
int GetHigh(int array[], int size, int key)
{
int low = 0, high = size - 1;
while (low < high)
{
int mid = (low + high) / 2;
if (array[mid] <= key)
{
low = mid+1;
}
else
{
high = mid;
}
}
return low;
} //二分法获取元素最先出现的位置,可能在元素的前一位
int GetLow(int array[], int size, int key)
{
int low = 0, high = size - 1;
while (low < high)
{
int mid = (low + high + 1) / 2;
if (array[mid] >= key)
{
high = mid-1;
}
else
{
low = mid;
}
}
return high;
} //计算key出现总次数
int GetCount(int array[], int size, int key)
{
int high = GetHigh(array, size, key);
int low = GetLow(array, size, key);
int count = high - low + 1;
if (array[high] != key)
count--;
if (array[low] != key)
count--; return count;
} int arr[] = { 1, 2, 2, 2, 3}; int main()
{
//打印出2在数组中出现的次数
printf("出现次数:%d \n", GetCount(arr, 5, 2));
return 0;
}

运行效果如图:

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" alt="" />

如果有什么问题和疑问可以在下面留言互相探讨。

原题我已经上传到这里了http://download.csdn.net/detail/yincheng01/6461073 ,

解压密码为 c.itcast.cn

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