C SRM 05 - YYL 杯 R1

背景

tjmak

描述

给一个大小为n的序列V。序列里的元素有正有负。问至少要删除多少个元素使得序列里不存在区间(要求非空)和 >= S.如果答案大于m,则输出-1

输入格式

第一行3个整数n,m,S含义如上

第二行n个整数 vi

输出格式

一个整数,表示至少要删除多少个数字。

样例输入

9 1000001 11
4 5 6 -8 5 6 6 4 3

样例输出

4

数据范围与约定

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" alt="" />

样例解释

删除第3,第5,第6和第7个数字。

来源

原创

这道题我确实是想了很久 首先我们的图应该长这样

那么我们发现以一个点为右端点的话 只要他所在的区间最大值合法 那么当前其他的区间也一定合法

而我们一个区间的值就是当前点的前缀和减去前缀和的最小值(一定<=0) 那么这一定是最大的区间了(其实最后和前缀最小没有任何关系)

那么我们堆中维护的是:在 当前位置 和 前缀和最小值所在位置 之间 删去一个数 能使 (当前前缀和-前缀和最小值) 减少多少

//其实我最后是平衡树实现的(用的multiset)

我们插入一数分两类

1.新加一个正数,直接入堆如果因此 当前前缀和-前缀和最小值 >=S,就删去一个数,同时pop(一个就好了)

2.新加一个负数x,不断pop出堆中最小值加到x上,直至x>=0,此时把x入堆,这代表最后一次加到x上的那个操作,因为这个负数而代价变为x,同时有其它被pop的操作变得没有意义

这个得解释一下 比如:

比如堆中是2 3 4 5,当前加入-7,2+3+4-7=2≥0,堆中变为2 5

因为-7的效果 操作了5之后,再操作一次前缀和最小处就会移到-7后面,前面的操作就失效了 删除4的效果被减弱至2

至于为什么是2呢 是这样的 删数的时候我们贪心删的第一个肯定是5对吧

那我们再删四的时候 2+3-7=-2<0 这个时候我们的区间最大值应该从0重新开始算 所以四的效果只有2

“这个等价变换我觉得非常妙”(by ccz)

这样处理过后其实就很好写了

当然 我们堆中元素也相当于数列已处理部分的一个等价

插入正数然后的pop相当于删去一个数(这个时候答案要+1)
插入负数然后的pop相当于证明了某些位置不可能被删除

而也容易证明前缀最小值的左边的数都是完全没有用的所以完全不用考虑 这也就是为什么sum'<0的时候直接clear就好了

因为前面的都是没用的了 我们计数肯定从0开始

删去对后面的最值没有任何影响 同时我们删的都是正数,区间只会从不合法变成合法

最后为了方便我用的multiset实现 其实和平衡树差不多

当然也可以用堆实现但是要四个 我懒啊 所以就调了STL

23333

其他的看代码吧

#include<cstdio>
#include<cstring>
#include<algorithm>
#include<set>
using namespace std;
const int mod=1e9+;
int read(){
int ans=,f=,c=getchar();
while(c<''||c>''){if(c=='-') f=-; c=getchar();}
while(c>=''&&c<=''){ans=ans*+(c-''); c=getchar();}
return ans*f;
}
int n,m,sum,ans,S,x;
multiset<int> q;
multiset<int>::iterator now;
void water(){
for(int i=;i<=n;i++){
x=read();
if(x>=S) ans++;
if(ans>m) break;
}
printf("%d\n",ans>m?-:ans);
}
int main()
{
n=read(); m=read(); S=read();
if(S<=){water(); return ;}
for(int i=;i<=n;i++){
x=read();
if(sum+x<=) q.clear(),sum=;
else if(x<){
sum+=x;
while(x<){
now=q.begin();
q.erase(now);
x+=*now;
if(x>) q.insert(x);
}
}
else{
sum+=x; q.insert(x);
if(sum<S) continue;
ans++;
now=q.end();
now--;
q.erase(now);
sum-=*now;
}
}
printf("%d\n",ans>m?-:ans);
return ;
}

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