Problem Description
As is known to all, in many cases, a word has two meanings. Such as “hehe”, which not only means “hehe”, but also means “excuse me”. 
Today, ?? is chating with MeiZi online, MeiZi sends a sentence A to ??. ?? is so smart that he knows the word B in the sentence has two meanings. He wants to know how many kinds of meanings MeiZi can express.
 
Input
The first line of the input gives the number of test cases T; T test cases follow.
Each test case contains two strings A and B, A means the sentence MeiZi sends to ??, B means the word B which has two menaings. string only contains lowercase letters.

Limits
T <= 30
|A| <= 100000
|B| <= |A|

 
Output
For each test case, output one line containing “Case #x: y” (without quotes) , where x is the test case number (starting from 1) and y is the number of the different meaning of this sentence may be. Since this number may be quite large, you should output the answer modulo 1000000007.
 
Sample Input
4
hehehe
hehe
woquxizaolehehe
woquxizaole
hehehehe
hehe
owoadiuhzgneninougur
iehiehieh
 
Sample Output
Case #1: 3
Case #2: 2
Case #3: 5
Case #4: 1

Hint

In the first case, “ hehehe” can have 3 meaings: “*he”, “he*”, “hehehe”.
In the third case, “hehehehe” can have 5 meaings: “*hehe”, “he*he”, “hehe*”, “**”, “hehehehe”.

 
思路:递推(DP) 当前位置以前的语句的含义种数为包含当前多语义与不包含;
 
代码如下:
#include <iostream>
#include <algorithm>
#include <cstdio>
#include <cstring>
using namespace std;
const long long mod=1e9+; char s[];
char ss[];
int next1[];
long long num[];
int pos[]; void makenext1(const char P[])
{
int q,k;
int m = strlen(P);
next1[]=;
for (q = ,k = ; q < m; ++q)
{
while(k > && P[q] != P[k])
k = next1[k-];
if (P[q] == P[k])
{
k++;
}
next1[q] = k;
}
} long long calc(char T[],char P[])
{
int n,m;
int i,q;
int tot=;
n = strlen(T);
m = strlen(P);
makenext1(P);
for(i=,q = ; i < n; ++i)
{
while(q>&&P[q]!=T[i])
q=next1[q-];
if(P[q]==T[i])
{
q++;
}
if(q==m)
{
long long flag=;
pos[tot]=i-m+;
if(tot>)
{
if(pos[tot-]+m<=pos[tot])
{
num[tot]=(*num[tot-])%mod;
}
else
{
num[tot]=num[tot-]%mod;
for(int h=tot-;h>=;h--)
{
if(pos[h]+m<=pos[tot])
{
num[tot]=(num[tot]+num[h])%mod;
flag=; ///当之前不存在不相重叠的语句时;
break;
}
}
num[tot]=(num[tot]+flag)%mod;
}
}
else
{
num[tot]=;
}
tot++;
}
}
if(tot==) return ;
return num[tot-];
} int main()
{
int T;
int Case=;
cin>>T;
while(T--)
{
scanf("%s%s",s,ss);
printf("Case #%d: %lld\n",Case++,calc(s,ss));
// cout<<(calc(s,ss)%mod+mod)%mod<<endl;
}
return ;
}

2016暑假多校联合---Another Meaning的更多相关文章

  1. 2016暑假多校联合---Rikka with Sequence (线段树)

    2016暑假多校联合---Rikka with Sequence (线段树) Problem Description As we know, Rikka is poor at math. Yuta i ...

  2. 2016暑假多校联合---Windows 10

    2016暑假多校联合---Windows 10(HDU:5802) Problem Description Long long ago, there was an old monk living on ...

  3. 2016暑假多校联合---Substring(后缀数组)

    2016暑假多校联合---Substring Problem Description ?? is practicing his program skill, and now he is given a ...

  4. 2016暑假多校联合---To My Girlfriend

    2016暑假多校联合---To My Girlfriend Problem Description Dear Guo I never forget the moment I met with you. ...

  5. 2016暑假多校联合---A Simple Chess

    2016暑假多校联合---A Simple Chess   Problem Description There is a n×m board, a chess want to go to the po ...

  6. 2016暑假多校联合---Death Sequence(递推、前向星)

    原题链接 Problem Description You may heard of the Joseph Problem, the story comes from a Jewish historia ...

  7. 2016暑假多校联合---Counting Intersections

    原题链接 Problem Description Given some segments which are paralleled to the coordinate axis. You need t ...

  8. 2016暑假多校联合---Joint Stacks (STL)

    HDU  5818 Problem Description A stack is a data structure in which all insertions and deletions of e ...

  9. 2016暑假多校联合---GCD

    Problem Description Give you a sequence of N(N≤100,000) integers : a1,...,an(0<ai≤1000,000,000). ...

随机推荐

  1. Atitit apache 和guava的反射工具

    Atitit apache 和guava的反射工具 apache1 Spring的反射工具类 ReflectionUtils1 Guava 反射工具2 apache  34             7 ...

  2. Jsp练习——连接数据库模拟登录

    <%@ page language="java" contentType="text/html; charset=UTF-8" pageEncoding= ...

  3. KnockoutJS 3.X API 第四章 表单绑定(7) event绑定

    目的 event绑定即为事件绑定,即当触发相关DOM事件的时候回调函数.例如keypress,mouseover或者mouseout等 例如: Mouse over me Details var vi ...

  4. Python数据类型之“序列概述与基本序列类型(Basic Sequences)”

    序列是指有序的队列,重点在"有序". 一.Python中序列的分类 Python中的序列主要以下几种类型: 3种基本序列类型(Basic Sequence Types):list. ...

  5. jS事件之网站常用效果汇总

    下拉菜单 <!--简单的设置了样式,方便起见,将style和script写到同一个文档,着重练习事件基础--> <!DOCTYPE html> <html> < ...

  6. 在configure distribution时遇到错误,不能打开sql agent

    今天在配置Distribution时,遇到一个错误,不能打开sql agent,详细错误信息如下: SQL Server blocked access to procedure 'dbo.sp_set ...

  7. 使用SQL Server Audit记录数据库变更

        最近工作中有一个需求,就是某一个比较重要的业务表经常被莫名其妙的变更.在SQL Server中这类工作如果不事前捕获记录的话,无法做到.对于捕获变更来说,可以考虑的选择包括Trace,CDC. ...

  8. JSP网站开发基础总结《三》

    经过前两篇的总结,我想大家一定迫不及待的想学习今天的关于jsp与mysql的数据库连接的知识了.既然需要连接mysql数据库,你首先需要保证你的电脑已经安装过mysql数据库,mysql数据库的安装步 ...

  9. gulp的使用

    一.简介 gulp是一款前端构建工具,是和grunt很类似的一款构建工具,但是相比grunt来说,gulp更轻量级,配置和使用更简单,命令更少,更容易学习和记住. 二.具体的使用 安装gulp: np ...

  10. Floyd算法(二)之 C++详解

    本章是弗洛伊德算法的C++实现. 目录 1. 弗洛伊德算法介绍 2. 弗洛伊德算法图解 3. 弗洛伊德算法的代码说明 4. 弗洛伊德算法的源码 转载请注明出处:http://www.cnblogs.c ...