2016.6.18——Implement strStr()
Implement strStr()
本题收获:
1.考虑多种边界条件。
2.haystack.size() size_type 是无符号的,即为正数
在32位系统上定义为 unsigned int
在64位系统上定义为 unsigned long
两个size相减若<0,则直接出现以下情况:
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" 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并不是负数,这里就会出现越界。
3.查看多行断点,设置监视来查看相应的值及类型。
题目:
Implement strStr().
Returns the index of the first occurrence of needle in haystack, or -1 if needle is not part of haystack.
思路:
注意题目中并没有说haystack.size() 一定大于needle.size()
我的思路:暴力搜索,利用两个for循环,逐个对比,没有考虑有些边界条件。
leetcode: 暴力搜索,但是考虑充分了边界条件
需要考虑的边界条件: haystack ,needle
1." " , " " 输出0
2." " , "a" 输出 -1
3."a" , " " 输出0
4."mississippi" , "issip" 输出4
5."aa" , "aaaa" 输出-1
6."a" , "a" 输出0,注意正常时,是从0开始还是1开始(第一个位置到底是0还是1)
代码:正确的代码
class Solution {
public:
int strStr(string haystack, string needle) {
int m = haystack.length(), n = needle.length();
if (!n) return ;
for (int i = ; i < m - n + ; i++) {
int j = ;
for (; j < n; j++)
if (haystack[i + j] != needle[j])
break;
if (j == n) return i;
}
return -;
}
};
特殊情况:haystack:mississippi needle:issip
我的代码:
1.思路有问题
class Solution {
public:
int strStr(string haystack, string needle) {
if (haystack.size() == && needle.size() == ) return ;
if (haystack.size() != && needle.size() == ) return ;
if (haystack.size() == && needle.size() != ) return -;
int n = ;
int j = needle.size();
for (size_t i = ; i < haystack.size(); i++)
{
for (size_t j = ; j < needle.size(); j++)
{
if (needle[j] != haystack[i])
{
j = ;
n++;
break;
}
}
return n - needle.size() + ;
} }
};
很多边界条件都不符合,每次测试加一个if语句,代码冗余度越来越高,如果加了两个if语句还有错就需要考虑是不是思路的问题了。
测试全代码:
有个问题:我不用m = haystack.size(),和n = needle.size()时,需要加if语句判断haystack.size(),needle.size()的大小,但是用m,n后就不需要加if语句,为什么????
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" 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相减在加1后超过 unsigned long的取值范围(unsigned long 0~4294967295),故会出现如下报错——指针越界
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" alt="" width="395" height="310" />
// Implement strStr().cpp : 定义控制台应用程序的入口点。
//考虑多点测试条件
// #include "stdafx.h"
#include "iostream"
#include "stack"
using namespace std; class MyClass
{
public:
int strStr(string haystack, string needle) //师兄的代码中哪里隐含了haystack.size() >= needle.size()????
{
if (needle.size() == ) return ;
int m = haystack.size(), n = needle.size(); //为什么修改之后就可以了
//if (haystack.size() >= needle.size())
//{
for (int i = ; i < m-n+; i++)
{
int j = ;
for (; j < needle.size(); j++)
{
if (haystack[i + j] != needle[j])
break;
}
if (j == needle.size())
{
return i + ;
}
}
//}
return -;
}
}; /*
class MyClass {
public:
int strStr(string haystack, string needle) {
int m = haystack.length(), n = needle.length();
if (!n) return 0;
for (int i = 0; i < m - n + 1; i++) {
int j = 0;
for (; j < n; j++)
if (haystack[i + j] != needle[j])
break;
if (j == n) return i;
}
return -1;
}
};*/ int _tmain(int argc, _TCHAR* argv[])
{
string hay = "abb";
string need = "abaaa";
MyClass solution;
int m = ;
m = solution.strStr(hay, need);
cout << m << endl;
system("pause");
return ;
}
调试:
1.设置断点,在行的前面单击即可设置断点,在单击以下就删除断点,如下图:
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alt="" />
2.设置完一个断点后,若想看其他的值,重新设置断点比较麻烦,可以用菜单中的逐语句(F10),每次可以向下一行,查看相应值。
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" 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3.设置监视,设置完断点之后,在添加监视,可以看到,需要监视的元素目前的值。(一定是在添加完断点之后,如果添加完后,重新调试则不会出现相应的值,按下”监视“-“值”中的刷新aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAABwAAAAVCAIAAADaYBkLAAAAs0lEQVQ4je2UMQ7DIAxFuQwZySFY09WchNWzD5HZJ/HBOlhyXVJVhZAhUi0WI/yM7Q8hxuX8CiG8uZdAL7H7lP/9NBGJsxgXEWFmgDIIbYgGVUPEEei2PfZ9b6AAhZnVtft2QAGKBhtF91NadYeZu6EWmdIqIkR0zNcN9TV6onbmFDTn3Exv2k29Hqb11KeZNn2N9/Kqtb4oXS8KET8qX82m1/32Te0qrCNxBPrL+n/S3n0CBlOC8f4WZskAAAAASUVORK5CYII=" alt="" />即可,)
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" alt="" />
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