数轴line

时间:2023-03-09 23:38:27
数轴line

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" alt="" />

数轴line

输入:

10 4974
3636 3
6679 70
7182 93
10618 98
14768 23
15242 99
16077 35
23368 46
27723 15
32404 81

输出:

0.465308

类似于求最小平均值问题

首先二分答案mid

然后根据一个式子:∑w/∑a[i]<=mid

∑w-mid*a[i]<=0说明答案可以更小

这个过程用一个n^2的dp实现

f[i]=min(f[i],f[j]+dis(j,i)-mid*a[i])

 #include<iostream>
#include<cstdio>
#include<cstring>
#include<algorithm>
#include<cmath>
using namespace std;
double eps=0.0000001;
double f[],x[],a[],L,inf;
int n;
double abss(double p)
{
if (p<) return -p;
else return p;
}
double check(double k)
{int i,j;
f[]=;
for (i=;i<=n;i++)
{
f[i]=inf;
for (j=;j<=i-;j++)
if (f[i]>f[j]+sqrt(abss(x[i]-x[j]-L))-k*a[i])
f[i]=f[j]+sqrt(abss(x[i]-x[j]-L))-k*a[i];
}
return f[n];
}
int main()
{int i;
cin>>n>>L;
inf=1000000000.0;
for (i=;i<=n;i++)
{
scanf("%lf%lf",&x[i],&a[i]);
}
double l=,r=1000000.0,mid;
while (r-l>eps)
{
mid=(l+r)/2.0;
if (check(mid)<eps) r=mid;
else l=mid;
}
printf("%.6lf\n",r);
}