2307. 选择
(File IO): input:choose.in output:choose.out
时间限制: 1000 ms 空间限制: 262144 KB 具体限制
Goto ProblemSet
题目描述
输入
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" alt=" " />
输出
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" 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样例输入
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" alt=" " />
样例输出
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kAwDxiBgAwj5gBAMwjZgAA84gZAMA8YgYAMI+YAQDMI2YAAPOIGQDAPGIGADCPmAEAzCNmAADziBkAwDxiBgAwj5gBAMwjZgAA84gZAMA8YgYAMI+YAQDMI2YAAPOIGQDAPGIGADCPmAEAzCNmAADziBkAwDxiBgAwj5gBAMwjZgAA84gZAMA8YgYAMI+YAQDMI2YAAPOIGQDAPGIGADCPmAEAzCNmAADziBkAwDxiBgAwj5gBAMwjZgAA84gZAMA8YgYAMI+YAQDMI2YAAPOIGQDAvAsxYzAYDAbD7ojS/wPqsp+D1v9GVwAAAABJRU5ErkJggg==" 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数据范围限制
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" alt=" " />
提示
【样例解释】
样例一:L = 1, R = 3 样例二:L = 2, R = 5
Solution
题目恶心到我能看懂
Algorithm(n3)
枚举l,枚举r,枚举i∈[l,r];累加sum,minans打擂台
Code(≌0分)
#include<iostream>//不想OI一场空,千万别用万能头
#include<algorithm>//快排sort()
#include<cstdio>//能不用cin就不用
#include<cstring>
#include<map>
#include<cmath>
#define IL inline
using namespace std;
IL void fin(){freopen("choose.in","r",stdin);}
IL void fout(){freopen("choose.out","w",stdout);}
IL void fio()
{
fin();
fout();
}
int n,a[],b[],ans,minans=0x3f3f3f3f;
int main()
{
// fio();
cin>>n;
for(int i=;i<n;i++) scanf("%d",a+i);
for(int i=;i<n;i++) scanf("%d",b+i);
for(int l=;l<n;l++)
for(int r=l;r<n;r++)
{
ans=;
for(int i=l;i<=r;i++) ans+=a[i]-b[i];
minans=min(abs(ans),minans);
if(minans==) break;
}
cout<<minans;
return ;
}
n3
Algorithm(n2)
枚举l,枚举r;sum动态变化,minans打擂台
Code(20分)
#include<iostream>//不想OI一场空,千万别用万能头
#include<cstdio>//能不用cin就不用
#include<cstring>
#include<map>
#include<cmath>
#define IL inline
using namespace std;
IL void fin(){freopen("choose.in","r",stdin);}
IL void fout(){freopen("choose.out","w",stdout);}
IL void fio()
{
fin();
fout();
}
int n,a[],b[];
long long minans=0x3f3f3f3f3f,ans,l,r;
int main()
{
fio();
cin>>n;
for(int i=;i<n;i++) scanf("%d",a+i);
for(int i=;i<n;i++) scanf("%d",b+i);
for(l=;l<n&&minans;l++)
{
for(r=l,ans=;r<n&&minans;r++)
{
ans+=a[r]-b[r];
minans=min(abs(ans),minans);
}
}
cout<<minans;
return ;
}
n2
Algorithm(nlog(n))
这才是重点……
一个suma存a的前缀和
一个sumb存b的前缀和
一个diff存suma-sumb
于是内存10MB起步
为了省空间
我又修改了一遍再提交;
在每个循环(i:1 to n)中,
suma[i]=sum[i-1]+a[i]
sumb[i]=sum[i-1]+b[i]
diff[i]=suma[i]-sumb[i]
=suma[i-1]+a[i]-(sumb[i-1]+b[i])
=suma[i-1]-sumb[i-1]+a[i]-b[i]
=diff[i-1]+a[i]-b[i]
于是我就省了许多空间(甚至连数组b都可以不要滴)
10MB->5MB
150ms->105ms
Code(100分)
//10MB部分即为注释
#include<iostream>//不想OI一场空,千万别用万能头
#include<algorithm>//快排sort()
#include<cstdio>//能不用cin就不用
#include<cstring>
#include<map>
#define IL inline
using namespace std;
IL void fin(){freopen("choose.in","r",stdin);}
IL void fout(){freopen("choose.out","w",stdout);}
IL void fio()
{
fin();
fout();
}
long long n,a[],b/*[300001]*/,ans,minans=0x3f3f3f,/*suma[300002],sumb[300002],*/diff[];
int main()
{
fio();
cin>>n;
for(int i=;i<=n;i++)
{
scanf("%lld",a+i);
// suma[i]=suma[i-1]+a[i];
}
for(int i=;i<=n;i++)
{
scanf("%lld",&b/*+i*/);
// sumb[i]=sumb[i-1]+b[i];
diff[i]=diff[i-]+a[i]-b/*[i]*/;
/*
diff[i]=suma[i]-sumb[i];
diff[i]=suma[i-1]+a[i]-sumb[i-1]-b[i];
diff[i]=diff[i-1]+a[i]-b[i];
*/
}
sort(diff,diff+n+);
for(int i=;i<=n;i++)
minans=min(minans,abs(diff[i]-diff[i-]));
cout<<minans;
return ;
}
Attention
sort从0开始!(就算diff只用了1~n)
因为diff可能保存负值
diff[0]=0 如果不参加排序,diff[1]-diff[0]岂不还是diff[0],与我们的目的偏离甚远?
不如就让0参加排序嘛
这也代表着:l==0时的情况
另外
数组和minans开long long!
数组和minans开long long!
数组和minans开long long!
否则满分80分,(扣20分起步)……
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