Evaluating Simple C Expressions 

The task in this problem is to evaluate a sequence of simple C expressions, buy you need not know C to solve the problem! Each of the expressions will appear on a line by itself and will contain no more than 110 characters. The expressions to be evaluated will contain only simple integer variables and a limited set of operators; there will be no constants in the expressions. There are 26 variables which may appear in our simple expressions, namely those with the names a through z (lower-case letters only). At the beginning of evaluation of each expression, these 26 variables will have the integer values 1 through 26, respectively (that is, a = 1, b = 2, ..., n = 14, o = 15, ..., z = 26). Each variable will appear at most once in an expression, and many variables may not be used at all.

The operators that may appear in expressions include the binary (two-operand) + and -, with the usual interpretation. Thus the expression a + c - d + b has the value 2 (computed as 1 + 3 - 4 + 2). The only other operators that may appear in expressions are ++ and --. These are unary (one-operand) operators, and may appear before or after any variable. When the ++ operator appears before a variable, that variable's value is incremented (by one) before the variable's value is used in determining the value of the entire expression. Thus the value of the expression ++c - b is 2, with c being incremented to 4 prior to evaluating the entire expression. When the ++ operator appears after a variable, that variable is incremented (again, by one) after its value is used to determine the value of the entire expression. Thus the value of the expression c++ - b is 1, but c is incremented after the complete expression is evaluated; its value will still be 4. The -- operator can also be used before or after a variable to decrement (by one) the variable; its placement before or after the variable has the same significance as for the ++ operator. Thus the expression --c + b-- has the value 4, with variables c and b having the values 2 and 1 following the evaluation of the expression.

Here's another, more algorithmic, approach to explaining the ++ and -- operators. We'll consider only the ++ operator, for brevity:

  1. Identify each variable that has a ++ operator before it. Write a simple assignment statement that increments the value of each such variable, and remove the ++ operator from before that variable in the expression.
  2. In a similar manner, identify each variable that has a ++ operator after it. Write a simple assignment statement that increments the value of each of these, and remove the ++ operator from after that variable in the expression.
  3. Now the expression has no ++ operators before or after any variables. Write the statement that evaluates the remaining expression after those statements written in step 1, and before those written in step 2.
  4. Execute the statements generated in step 1, then those generated in step 3, and finally the one generated in step 2, in that order.

Using this approach, evaluating the expression ++a + b++ is equivalent to computing

  • a = a + 1 (from step 1 of the algorithm)
  • expression = a + b (from step 3)
  • b = b + 1 (from step 2)

where expression would receive the value of the complete expression.

Input and Output

Your program is to read expressions, one per line, until the end of the file is reached. Display each expression exactly as it was read, then display the value of the entire expression, and on separate lines, the value of each variable after the expression was evaluated. Do not display the value of variables that were not used in the expression. The samples shown below illustrate the desired exact output format.

Blanks are to be ignored in evaluating expressions, and you are assured that ambiguous expressions like a+++b (ambiguous because it could be treated as a++ + b or a + ++b) will not appear in the input. Likewise, ++ or -- operators will never appear both before and after a single variable. Thus expressions like ++a++ will not be in the input data.

Sample Input

a + b
b - z
a+b--+c++
c+f--+--a
f-- + c-- + d-++e

Sample Output

Expression: a + b
value = 3
a = 1
b = 2
Expression: b - z
value = -24
b = 2
z = 26
Expression: a+b--+c++
value = 6
a = 1
b = 1
c = 4
Expression: c+f--+--a
value = 9
a = 0
c = 3
f = 5
Expression: f-- + c-- + d-++e
value = 7
c = 2
d = 4
e = 6
f = 5
#include <iostream>
#include <stack>
#include <cstring>
#include <cstdio>
#include <string>
#include <algorithm>
#include <queue>
#include <set>
#include <map>
#include <fstream>
#include <stack>
#include <list>
#include <sstream>
#include <cmath> using namespace std; #define ms(arr, val) memset(arr, val, sizeof(arr))
#define mc(dest, src) memcpy(dest, src, sizeof(src))
#define N 200
#define INF 0x3fffffff
#define vint vector<int>
#define setint set<int>
#define mint map<int, int>
#define lint list<int>
#define sch stack<char>
#define qch queue<char>
#define sint stack<int>
#define qint queue<int>
char res[N], ori[N];
int val[N], tag[N], exist[N], ans;//tag存放--|++在后面的,--为-1,++为1
int skip()//清除空格
{
mc(res, ori);
ms(exist, );
int n = ;
for (int i = ; res[i]; i++)
{
if (res[i] != ' ')
{
res[n++] = res[i];
}
if (islower(res[i]))
{
exist[res[i]] = ;
}
}
res[n] = '\0';
for (int i = 'a', j = ; i <= 'z'; i++, j++)
{
tag[i] = ;
val[i] = j;
}
return n;
} bool judge(int i, int j)
{
return (res[i] == res[j] && (res[i] == '-' || res[i] == '+'));
} void step1()//清除--|++在前的
{
int n = ;
for (int i = ; res[i]; i++)
{
if (islower(res[i]) && i > && judge(i - , i -))
{
if (res[i - ] == '-')
{
val[res[i]]--;
}
else
{
val[res[i]]++;
}
n -= ;
}
res[n++] = res[i];
}
res[n] = '\0';
} void step2()//清除--|++在后的
{
int n = ;
for (int i = ; res[i]; i++)
{
res[n++] = res[i];
if (islower(res[i]) && res[i + ] && res[i + ] && judge(i + , i + ))
{
if (res[i + ] == '-')
{
tag[res[i]] = -;
}
else
{
tag[res[i]] = ;
}
i += ;
}
}
res[n] = '\0';
} void step3()
{
step1();
step2();
ans = val[res[]];
for (int i = ; res[i]; i += )
{
if (res[i] == '-')
{
ans -= val[res[i + ]];
}
else
{
ans += val[res[i + ]];
}
}
}
void input()
{
printf("Expression: %s\n", ori);
printf(" value = %d\n", ans);
for (int i = 'a'; i <= 'z'; i++)
{
if (exist[i])
{
printf(" %c = %d\n", i, val[i] + tag[i]);
}
}
}
int main()
{
while (gets(ori))
{
if(skip())
{
step3();
input();
}
}
return ;
}

uva 327 - Evaluating Simple C Expressions的更多相关文章

  1. UVA 327 -Evaluating Simple C Expressions(栈)

    Evaluating Simple C Expressions The task in this problem is to evaluate a sequence of simple C expre ...

  2. uva 327 Evaluating Simple C Expressions 简易C表达式计算 stl模拟

    由于没有括号,只有+,-,++,--,优先级简单,所以处理起来很简单. 题目要求计算表达式的值以及涉及到的变量的值. 我这题使用stl的string进行实现,随便进行练手,用string的erase删 ...

  3. uva 1567 - A simple stone game(K倍动态减法游戏)

    option=com_onlinejudge&Itemid=8&page=show_problem&problem=4342">题目链接:uva 1567 - ...

  4. UVA - 11954 Very Simple Calculator 【模拟】

    题意 模拟二进制数字的位运算 思路 手写 位运算函数 要注意几个坑点 一元运算符的优先级 大于 二元 一元运算符 运算的时候 要取消前导0 二元运算符 运算的时候 要将两个数字 数位补齐 输出的时候 ...

  5. UVA题目分类

    题目 Volume 0. Getting Started 开始10055 - Hashmat the Brave Warrior 10071 - Back to High School Physics ...

  6. 刘汝佳 算法竞赛-入门经典 第二部分 算法篇 第六章 2(Binary Trees)

    112 - Tree Summing 题目大意:给出一个数,再给一颗树,每个头节点的子树被包含在头节点之后的括号里,寻找是否有从头节点到叶子的和与给出的数相等,如果有则输出yes,没有输出no! 解题 ...

  7. HOJ题目分类

    各种杂题,水题,模拟,包括简单数论. 1001 A+B 1002 A+B+C 1009 Fat Cat 1010 The Angle 1011 Unix ls 1012 Decoding Task 1 ...

  8. Regular Expressions in Grep Command with 10 Examples --reference

    Regular expressions are used to search and manipulate the text, based on the patterns. Most of the L ...

  9. 组合数学第一发 hdu 2451 Simple Addition Expression

    hdu 2451 Simple Addition Expression Problem Description A luxury yacht with 100 passengers on board ...

随机推荐

  1. 【插件开发】—— 11 窃听风云(Java事件监听原理-GEF实例讲解)

    前文回顾: 1 插件学习篇 2 简单的建立插件工程以及模型文件分析 3 利用扩展点,开发透视图 4 SWT编程须知 5 SWT简单控件的使用与布局搭配 6 SWT复杂空间与布局搭配 7 SWT布局详解 ...

  2. Qt - 锁屏界面加虚拟小键盘

    一.实现效果 鼠标点击"密码输入栏",弹出虚拟键盘,输入锁屏密码后,点击虚拟键盘外部区域,则会隐藏虚拟键盘,再点击登录,成功进入主界面. 二.虚拟键盘-程序设计 2.1 frmNu ...

  3. redis持久化和分布式实现

    Redis是一种面向“key-value”类型数据的分布式NoSQL数据库系统,具有高性能.持久存储.适应高并发应用场景等优势. 本文使用的redis是3.2.1版本.下载后,文件如下 将文件解压到指 ...

  4. 【先定一个小目标】Postgresql允许远程访问配置修改

    1.解决不能连接远程postgresql: postgresql默认情况下,远程访问不能成功,如果需要允许远程访问,需要修改两个配置文件,说明如下: 1.postgresql.conf 将该文件中的l ...

  5. GUID的学习

    GUID(全局统一标识符)是指在一台机器上生成的数字,它保证对在同一时空中的所有机器都是唯一的.通常平台会提供生成GUID的API.生成算法很有意思,用到了以太网卡地址.纳秒级时间.芯片ID码和许多可 ...

  6. MongoDB操作简记

    一.数据库操作 1.显示当前选择的数据库 [root@weekend05 ~]# mongod --dbpath /data/db/ [root@weekend05 ~]# mongo MongoDB ...

  7. Snort里如何将读取的包记录存到指定的目录下(图文详解)

    不多说,直接上干货! 比如,在/root/log目录下. [root@datatest ~]# snort -dve -l /root/log 需要注意: 1) /log目录需要你自己建立,并修改权限 ...

  8. Android开发学习——Android Studio配置SVN

    一.基本配置 1. 下载这个,然后双击 安装,按下图这样选 然后 傻瓜式安装 2. 进入Android studio设置:Use Command Line Client 选择浏览到第1步你本地安装 T ...

  9. SpringMVC与请求控制器

    MVC设计模式 视图(View)      -对应组件:JSP或者HTML文件 控制器(controller) -对应组件:Servlet 模型(Model)   -对应组件:JavaBean MVC ...

  10. fastDFS shiro权限校验 redis FreeMark页面静态化

    FastDFS是一个轻量级分布式文件系统,   使用FastDFS很容易搭建一套高性能的文件服务器集群提供文件上传.下载等服务   FastDFS服务端有两个角色:跟踪器(tracker)和存储节点( ...