程序已成功编译但当我尝试转换以下中缀表达式'A * B + C / D'时,我收到此错误消息:分段错误(核心转储)。它适用于像'a + b-c * d / e'这样的表达,但我不知道它是否正确。
#include<iostream>
#include<stack>
#include<string>
using namespace std;
string infix; // infix exression string
string operand;
string operate;
stack <string> mystack; // this stack is used to push the operator
string postfix; // postfix string where the operand is appended
//....................................................................
// this function read the infix expression from user
string input()
{
cout<<" Enter the damn infix expression: "<<endl;
getline(cin, infix);
return infix;
}
//......................................................................
// this function checks for operator precedency in the stack
int precedence(string e)
{
int f;
if(e == "*" || e== "/" || e =="%")
f = 2;
else
{
if(e == "+" || e == "-")
f = 1;
}
if(e=="."){
f=0;
}
return f;
}
//....................................................................
// This function converts infix to postfix
string convert()
{
for(int i=0; i<infix.length(); i++)
{
switch(infix[i]){
// operate case start
case '+': case'-': case'*': case'/': case'^': case '(': case ')': case'.':
operate=infix[i];
{
if(mystack.empty() || precedence(operate)>= precedence(mystack.top()))
{
mystack.push(operate);
break;
}
else
{
while(precedence(operate)< precedence(mystack.top()))
{
postfix.append(mystack.top());
mystack.pop();
}
mystack.push(operate);
}
}//operate case closed
default: //when operand string char is parsed
{
operand=infix[i];
postfix.append(operand);
break;
} // default case closed
}//switch closed
}// for loop close
while(!mystack.empty())
{
postfix.append(mystack.top());
mystack.pop();
}
return postfix;
cout<<postfix;
} // function close braces
//...................................................................
int main()
{
input();
convert();
cout<<"postfix is "<<postfix<<endl;
}
答案 0 :(得分:2)
你有:
while(precedence(operate)< precedence(mystack.top())) { // SEGV here.
postfix.append(mystack.top());
mystack.pop();
}
在看到顶部元素或弹出元素之前,您需要检查堆栈中是否有元素。
更改
while(precedence(operate)< precedence(mystack.top()))
到
while(!mystack.empty() && precedence(operate)< precedence(mystack.top()))
的工作。