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HDU 5292 Basic Data Structure

2019-11-08 19:42:53
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Basic Data Structure

Time Limit: 7000/3500 MS (java/Others)    Memory Limit: 65536/65536 K (Java/Others)Total Submission(s): 1393    Accepted Submission(s): 347PRoblem DescriptionMr. Frog learned a basic data structure recently, which is called stack.There are some basic Operations of stack: PUSH x: put x on the top of the stack, x must be 0 or 1. POP: throw the element which is on the top of the stack.Since it is too simple for Mr. Frog, a famous mathematician who can prove "Five points coexist with a circle" easily, he comes up with some exciting operations:REVERSE: Just reverse the stack, the bottom element becomes the top element of the stack, and the element just above the bottom element becomes the element just below the top elements... and so on.QUERY: Print the value which is obtained with such way: Take the element from top to bottom, then do NAND operation one by one from left to right, i.e. If  atop,atop−1,⋯,a1 is corresponding to the element of the Stack from top to the bottom, value=atop nand atop−1 nand ... nand a1. Note that the Stack will notchange after QUERY operation. Specially, if the Stack is empty now,you need to print ”Invalid.”(without quotes).By the way, NAND is a basic binary operation: 0 nand 0 = 1 0 nand 1 = 1 1 nand 0 = 1 1 nand 1 = 0Because Mr. Frog needs to do some tiny contributions now, you should help him finish this data structure: print the answer to each QUERY, or tell him that is invalid. InputThe first line contains only one integer T (T≤20), which indicates the number of test cases.For each test case, the first line contains only one integers N (2≤N≤200000), indicating the number of operations.In the following N lines, the i-th line contains one of these operations below: PUSH x (x must be 0 or 1) POP REVERSE QUERYIt is guaranteed that the current stack will not be empty while doing POP operation. OutputFor each test case, first output one line "Case #x:w, where x is the case number (starting from 1). Then several lines follow,  i-th line contains an integer indicating the answer to the i-th QUERY operation. Specially, if the i-th QUERY is invalid, just print "Invalid."(without quotes). (Please see the sample for more details.) Sample Input
28PUSH 1QUERYPUSH 0REVERSEQUERYPOPPOPQUERY3PUSH 0REVERSEQUERY Sample Output
Case #1:11Invalid.Case #2:0HintIn the first sample: during the first query, the stack contains only one element 1, so the answer is 1. then in the second query, the stack contains 0, l(from bottom to top), so the answer to the second is also 1. In the third query, there is no element in the stack, so you should output Invalid.       题意:

    Mr.frog最近在学习栈。栈有一些基础的操作:

PUSH x:将x放入栈中,x必须是0或1

POP:将栈顶元素取出

    这些都太简单,Mr.Frog又增加了两个操作:

REVERSE:将栈中的元素翻转

QUERY:从左到右对栈中元素做NAND运算,输出运算结果,栈空输出“Invalid”。

    另外,NAND是基于二进制的操作:

0 nand 0 = 1

0 nand 1 = 1

1 nand 0 = 1

1 nand 1 = 0

     思路:用模拟栈+deque(双端队列)来解决。

     用普通方法做,果断T了,现学了一下deque的用法,附学习的网址:

deque的使用

   

#include <iostream>#include <algorithm>#include <deque>#include <cstdio>#include <string>#include <cstring>using namespace std;deque<int > q;//存放data[]中0的位置int data[450000];//模拟栈int T;//测试数据int n;//操作数int Case;int t, h;//data[]的下标int main(){	scanf("%d",&T);	Case = 1;	while(T--)	{		q.clear();		t = 200000;		h = 200001;		bool flag = false;//false则不需翻转;true则需要翻转		int index = 0;//模拟栈中元素的个数		scanf("%d",&n);		printf("Case #%d:/n",Case);		Case++;		while(n--)		{			char str[8];			scanf("%s",str);			if(str[2] == 'S')//PUSH			{				int value;				scanf("%d",&value);				if(flag)//REVERSE				{					data[t--] = value;					if(!value)						q.push_front(t + 1);				}				else				{					data[h++] = value;					if(!value)						q.push_back(h - 1);				}				index++;			}			else if(str[2] == 'P')//POP			{				index--;				if(flag)				{					if(data[++t] == 0)						q.pop_front();				}				else				{					if(data[--h] == 0)						q.pop_back();				}													}			else if(str[2] == 'V')//REVERSE				flag = !flag;			else			{				if(index == 0)					printf("Invalid./n");				else if(index == 1)					printf("%d/n",data[h - 1]);				else				{					int num = 0;					if(q.empty())						num = index;					else					{						if(flag)							num = (q.back() == t+1) ? index - 1 : h - q.back();						else							num = (q.front() == h-1) ? index - 1 : q.front() - t;					}								if(num % 2)						printf("1/n");					else						printf("0/n");				}			}		}	}	return 0;}


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