JZOJ5870 【NOIP2018模拟9.15】地图
阅读原文时间:2023年07月11日阅读:1

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" alt="Description">

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" alt="在这里插入图片描述">

Output

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" alt="在这里插入图片描述">

Sample Input

4

2 1 1 2

Sample Output

2

Data Constraint

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" alt="在这里插入图片描述">

一个无向图,给你NNN个点的度数,每个点的度数只有111或222,问组成这个图的方案数。


解法

非常不爽的是,这是一道计数类问题……

首先有个很显然的规律:最终的图只能由简单环或者链组成。

对于一个度数为111的点,它一定是某一条链的一端。

对于一个度数为222的点,它要么是链中间的某一个点,要么就是环上的一个点。

我们将111度点的总数记为s1s1s1,将222度点的总数记为s2s2s2。(因为点编号顺序是无论怎样都是等价的)

我首先想到的就是,链的条数是固定的,为s12\frac{s1}{2}2s1​。(当然s1s1s1一定是偶数,否则无解)

这条性质,是解题的关键。

所以,试一下DP……

结果因为各种各样的问题爆0

其实这题的AC解法很多,DP设的状态五花八门的。

我参考过许多人的方法,但是我并不简单服从,而是想好好推自己的方法,走自己的路。

在我的努力之下,终于AC了。

设fif_ifi​表示有iii个222度点放环中的方案数,gig_igi​表示有iii个222度点放链上的方案数。

先考虑前者。

转移分两种:

  1. 插在某两个相连的点中间
  2. 用三个点新开一个环。

这样转移时不会出现遗漏的。因为这iii个点是有自己编号的,它们以一定的顺序插入。并且如果插入的过程不同,那么不可能出现同样的图。

fi=fi−1∗(i−1)+fi−3∗C(i−1,2)f_i=f_{i-1}*(i-1)+f_{i-3}*C\left(i-1,2\right)fi​=fi−1​∗(i−1)+fi−3​∗C(i−1,2)

!有一个地方要注意一下,C(i−1,2)C\left(i-1,2\right)C(i−1,2)中之所以是i−1i-1i−1,是因为iii本身必定要放在新环中,所以只能在i−1i-1i−1中选两个,不然会出现重复的情况。

再考虑后者的转移。

只有一种:插在某两个相连的点中间。

gi=gi−1∗(i−1+s12)g_i=g_{i-1}*\left(i-1+\frac{s1}{2}\right)gi​=gi−1​∗(i−1+2s1​)

除了要计算出两个数组外,还要另外计算s1s1s1中两两匹配的方案数。

考虑使用组合数。

第一次在s1s1s1中选222个,第二次在s1−2s1-2s1−2中选222个……第s12\frac{s1}{2}2s1​次在222中选222个。

去重,对于每个情况有s12!\frac{s1}{2} !2s1​!种排列,所以除掉它。

方案数为

∏i=0s1−1C(s1−2i,2)s12!\frac{\prod_{i=0}^{s1-1} C\left(s1-2i,2\right)}{\frac{s1}{2} !}2s1​!∏i=0s1−1​C(s1−2i,2)​

化简得

∏i=0s1−1(2i+1)\prod_{i=0}^{s1-1}(2i+1)i=0∏s1−1​(2i+1)

怎么化简的……自己想去吧……

统计答案时,枚举iii表示有iii个2度点。

将fif_ifi​和gs2−ig_{s2-i}gs2−i​合并在一起,另外乘上两两匹配的方案数,还有s2s2s2中选出iii个的方案数。

这样时间复杂度可以做到O(N2)O\left(N^2\right)O(N2)

还能更优?

上面这个时间是求组合数的时间。

然而我们可以预先处理出阶乘来算组合数,除法用逆元,时间O(Nlg⁡MOD)O\left(N\lg MOD\right)O(NlgMOD)

逆元其实可以O(N)O\left(N\right)O(N)预处理出来,那么时间O(N)O\left(N\right)O(N)

所以这题的范围太小了……

不过我不需要用到阶乘。

考虑C(i,s2)C\left(i,s2\right)C(i,s2)对C(i+1,s2)C\left(i+1,s2\right)C(i+1,s2)的贡献。

推推式子容易得出

C(i,s2)∗s2−ii+1=C(i+1,s2)C\left(i,s2\right)*\frac{s2-i}{i+1}=C\left(i+1,s2\right)C(i,s2)∗i+1s2−i​=C(i+1,s2)

所以我们只预处理出逆元,然后计算组合数时通过上一个O(1)O(1)O(1)推出下一个就好了。


代码

using namespace std;
#include <cstdio>
#include <cstring>
#include <algorithm>
#define MAXN 2000
#define mod 998244353
int n;
int inv[MAXN+1];
int s1,s2;
int m;
int f[MAXN+1];
int g[MAXN+1];
int main(){
    freopen("map.in","r",stdin);
    freopen("map.out","w",stdout);
    scanf("%d",&n);
    for (int i=1;i<=n;++i){
        int x;
        scanf("%d",&x);
        if (x==1)
            s1++;
        else
            s2++;
    }
    inv[0]=0;
    inv[1]=1;
    for (int i=2;i<=s2;++i)
        inv[i]=(long long)(mod-mod/i)*inv[mod%i]%mod; //O(N)求逆元,具体证明网上大把
    f[0]=1;
    for (int i=3;i<=s2;++i)
        f[i]=((long long)f[i-1]*(i-1)+f[i-3]*(((long long)(i-1)*(i-2)>>1)%mod))%mod;//具体见上f的转移
    g[0]=1;
    for (int i=1;i<=s2;++i)
        g[i]=(long long)g[i-1]*(i-1+(s1>>1))%mod;//具体见上g的转移
    int matching=1;//表示两两匹配数
    for (int i=1;i<s1;i+=2)
        matching=(long long)matching*i%mod;
    int ans=0,C=1;
    for (int i=0;i<=s2;++i){
        ans=(ans+(long long)f[i]*g[s2-i]%mod*C)%mod;//统计答案
        C=(long long)C*(s2-i)%mod*inv[i+1]%mod;//推出下一个组合数
    }
    ans=(long long)ans*matching%mod;//最后乘上两两匹配数
    printf("%d\n",ans);
    return 0;
}

总结

如何在计数类问题中,做到不重复,不遗漏才是关键……

组合数大法好……