NOIP2011 表达式计算

记得 11 年的时候,觉得这道题爆难,根本无从下手。三年后再次回顾,终于 AC 了,就当是对表达式求值和动态规划的复习吧。

题目:Link

// Accepted.
#include <iostream>
#define Mod 10007
using namespace std;

typedef struct {
long long v0; //当前值为 0 的个数
long long v1; //当前值为 1 的个数
char ch; //当前字符
} vertex;

vertex f[100000];

void merge_sum(int p) {
int w0 = f[p-1].v0 * f[p].v0;
int w1 = f[p-1].v0*f[p].v1+f[p-1].v1*f[p].v0+f[p-1].v1*f[p].v1;
f[p-1].v0 = w0 % Mod;
f[p-1].v1 = w1 % Mod;
}

inline void merge_product(int p) //处理当前的值和前一个值取'*'的操作
{
int w0=f[p-1].v0*f[p].v0+f[p-1].v0*f[p].v1+f[p-1].v1*f[p].v0;
int w1=f[p-1].v1*f[p].v1;
f[p-1].v0=w0%Mod;
f[p-1].v1=w1%Mod;
}

int main()
{
int n;
cin>>n;
f[0].v0=f[0].v1=1;
while (n--)
{
now++; //新建一个空位读入新符号
cin>>f[now].ch;
f[now].v0=f[now].v1=1; //初始化当前符号的前面的值 (虽然')'除外,但也不影响)
if (f[now].ch=='+')
{
if (f[now-1].ch=='*') //处理'*'
{
now--;
merge_product(now);
f[now]=f[now+1];
}
if (f[now-1].ch=='+') //处理'+'
{
now--;
merge_sum(now);
f[now]=f[now+1];
}
}
if (f[now].ch=='*')
if (f[now-1].ch=='*') //处理'*'
{
now--;
merge_product(now);
f[now]=f[now+1];
}
if (f[now].ch==')') //处理')'(比较麻烦)
{
now--;
if (f[now].ch=='*')
{
merge_product(now);
now--;
}
if (f[now].ch=='+')
{
merge_sum(now);
now--;
}
now--;
f[now].v0=f[now+1].v0;
f[now].v1=f[now+1].v1;
if (f[now].ch=='*')
{
merge_product(now);
now--;
}
}
}
if (f[now].ch=='*') //处理完了以后,可能还有残留的'*'和'+'
{
merge_product(now);
now--;
}
if (f[now].ch=='+')
{
merge_sum(now);
now--;
}
cout<<f[0].v0;
return 0;
}

Extended 和 Double 的奇怪问题

最近在做一个项目,其中有一段判断一个 Extended 浮点数是否为整数的代码。我用如下方式实现:

function IsInt(F: Extended): Boolean;
begin
result := Trunc(F)-F = 0; //整数部分等于自身
end;

测试了许多样例都过了,唯独这个没过:

IsInt(4.000000002*1000000000); //False

调试时发现: Trunc(F) 居然等于 4000000001!开始以为是精度的问题,找了许多资料也没能解决。后来将 Extended 换成了 Double,就通过了。百思不得其解中。


MySQLDump 导出时不加锁

在 SAE 上进行应用开发时,常常需要导入数据库,这时候就需要用 MySQLDump 工具进行本地数据库导出。

首先 MySQLDump 最基本的语法是这样的 mysqldump <database_name>,执行之后可以在控制台上看到 SQL 源码。但我第一次尝试将导出的源码上传至 SAE 时 SAE 却报错,原因是 SAE 的数据库管理不支持 LOCK 和 UNLOCK 语句。曾有一段时间,我是手动一行行删除 LOCK 语句。。30 多张表那叫一个蛋疼。。后来,我翻阅了 mysqlDump 的 help 文档,发现可以添加这么一个参数--ADD-LOCKS=FALSE。几经尝试后发现果然没有 LOCK 语句了。在此记录下整句命令:

mysqldump --add-locks=FALSE -uroot -p <database_name> > example.sql

窥视香港

mybirth:2eOq+nwSVgLzakGbP0cV/A==:HKqEYTM2VifN0OmWDce2bw==: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DECRYPTING...

最后的晚餐

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**THIS CONTENT IS ENCRYPTED**
 
DECRYPTING...

过路人

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**THIS CONTENT IS ENCRYPTED**
 
DECRYPTING...

搬家有感

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**THIS CONTENT IS ENCRYPTED**
 
DECRYPTING...

学习 Delphi 面向对象编程的一点心得

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**THIS CONTENT IS ENCRYPTED**
 
DECRYPTING...

一个键盘钩子的写法,很实用

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
**THIS CONTENT IS ENCRYPTED**
 
DECRYPTING...