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实验一 构造词法分析器
实验题目:识别字符串的标识符,关键字,关系运算符,分界符, 常数,算术运算符以及语法错误
实验示例:If i=0 then n++;
a﹤= 3b %)
实验输出:
算法复杂度:
O
(
n
2
)
O(n^2)
O(n2)
部分代码展示:
while (fgets(string1, 100, fp) != nullptr) {
int len = strlen(string1);
int column = 0;
int flag = 1;
int first, flaga = 1;
i = 0;
while (i < len) {
first = i;
if (( string1[first] >= '0' && string1[first] <= '9' )) { //常数
while (( string1[i] != ' ' ) && ( string1[i] != '\n' )) {
buffer[k++] = string1[i++];
}
column++;
number_judge(buffer, column, row);
memset(buffer, 0, sizeof(buffer));
k = 0;
} else if (( string1[first] >= 'a' && string1[first] <= 'z' ) ||
( string1[first] >= 'A' && string1[first] <= 'Z' )) { //标识符或者关键字
while ((( string1[i] != ' ' ) && ( string1[i] != '\n' ) && ( string1[i] >= 'a' && string1[i] <= 'z' ) ||
( string1[i] >= 'A' && string1[i] <= 'Z' ) || ( string1[i] >= '0' && string1[i] <= '9' ))) {
buffer[k++] = string1[i++];
}
column++;
alphabet_judge(buffer, column, row);
memset(buffer, 0, sizeof(buffer));
k = 0;
} else if (relation_operator_judge(string1 + first, i, column, row)) { //关系运算符
k = 0;
i++;
} else if(arithmetical_operator_judge(string1+first,&i,column,row)){
i++;
}else if(division_operator_judge(string1+first,i,column,row)){
i++;
}else if (string1[i] == ' '||string1[i] == '\n') {
i++;
}else{
struct error er(string1[i], row, column);
i++;
}
}
完整代码链接:pick me!
总结:个人认为代码写得比较冗杂,应该可以通过string类中的字符串处理、切割等函数,进一步简化。