Editor
时间限制: 1 Sec 内存限制: 128 MB提交: 8 解决: 5
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题目描述
You are going to implement the most powerful editor for integer sequences.
The sequence is empty when the editor is initialized.
There are 5 types of instructions.
I x Insert x after the cursor.
D Delete the element before the cursor.
L Move the cursor left unless it has already been at the begin.
R Move the cursor right unless it has already been at the end.
Q k Suppose that the current sequence BEFORE the cursor is {a1,a2,...,an}.Find max1≤i≤k Si where Si=a1+a2+...+ai.
The sequence is empty when the editor is initialized.
There are 5 types of instructions.
I x Insert x after the cursor.
D Delete the element before the cursor.
L Move the cursor left unless it has already been at the begin.
R Move the cursor right unless it has already been at the end.
Q k Suppose that the current sequence BEFORE the cursor is {a1,a2,...,an}.Find max1≤i≤k Si where Si=a1+a2+...+ai.
输入
The input file consists of multiple test cases.For eache test case:
The first line contains an integer Q,which is the number of instructions.The next Q lines contain an instruction as described above。
(1≤Q≤106,|x|≤103 for I instruction,1≤k≤n for Q instruction)
The first line contains an integer Q,which is the number of instructions.The next Q lines contain an instruction as described above。
(1≤Q≤106,|x|≤103 for I instruction,1≤k≤n for Q instruction)
输出
For eache Q instruction,output the desired value.
样例输入
8
I 2
I -1
I 1
Q 3
L
D
R
Q 2
样例输出
2
3
提示
The following diagram shows the status of sequence after each instruction:
思路:
根据题意要求实现对顶栈,同时更新光标前的栈的最大值。
代码如下:
#include <bits/stdc++.h> using namespace std; const int maxn = 1e6 + 10; stack<int> before, after; int sum = 0, f[maxn], n, x, pn; char op[2]; int main() { scanf("%d", &n); f[0]=-0x3f3f3f3f,sum=0; while (n--) { scanf("%s", op); if (op[0] == 'I') { scanf("%d", &x); before.push(x); sum += x; pn=before.size(); f[pn] = max(f[pn - 1], sum); // printf("%d %d %d ",pn,sum[pn],f[pn]); } else if (op[0] == 'D') { if (before.size() < 1) continue; x = before.top(); before.pop(); sum -= x; } else if (op[0] == 'L') { if (before.size() < 1) continue; x = before.top(); before.pop(); after.push(x); sum -= x; } else if (op[0] == 'R') { if (after.size() < 1) continue; x = after.top(); after.pop(); before.push(x); sum += x; pn=before.size(); f[pn] = max(f[pn - 1], sum); } else { scanf("%d", &x); printf("%d ", f[x]); } } return 0; }