Bad Hair Day【单调栈】
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" alt="" />
----------------------------From nowcoder:https://ac.nowcoder.com/acm/contest/984/A-----------------------------------
n(1~80000),一开始写了个O(n^2)+剪的写法,果不其然地T了。折腾了一下实在想不出决定翻一下过的代码,发现是用deque做的,这才第一次接触到单调栈的题。
大致解法是:求最多看到m头牛,于是转换为求有m头牛可以被其后的牛看见。每次处理要保证栈中的牛能看见每次读入进来的牛,若新牛比原牛高则pop掉,直到遇到栈中比新牛高的牛。每次读入的牛处理后可被s.size()的牛看见。
以样例来说,一开始读一个高度为10的牛,此时栈中没有牛可以看见它,ans+=0。10入栈。
读3,可被栈中10看见,ans+=1,3入栈。
读7,可被10看见,不可被3看见,3pop掉,ans+=1,7入栈。
读4,可被10、7看见,ans+=2,4入栈。
读12,全不可见,清空栈,ans+=0,12入栈。
读2,可被12看见,ans+=1,2入栈。最后ans=5。
#include <bits/stdc++.h> using namespace std; typedef long long LL; int main()
{
deque <int> q;
int n;
scanf("%d",&n);
LL ans=0;
for(int i=0;i<n;i++)
{
int x;
scanf("%d",&x);
while(!q.empty()&&q.back()<=x) q.pop_back();
//printf("size:%d\n",q.size());
ans+=q.size();
q.push_back(x);
}
printf("%lld\n",ans);
}
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