不用递归和栈的表达式计算
计算机计算表达式，难点在于识别运算优先级。例如1 + 2 * 3，计算机必须识别出各个运算的优先级才能正确地进行运算。处理运算优先级的传统算法是构建逆波兰表达式，即将1 + 2 * 3改写为1 2 3 * +，将运算优先级凸显出来。但是其实计算表达式的算法不是唯一的，例如对于表达式1 + 2 * ( 3 + 4 )，我们可以标记出如下优先级：1 + 2 * 3 + 4
0 1 0 2 0 70
标记规则是：无括号时，常数优先级为0，加减优先级为1，乘除优先级为2，有括号时，每多一组括号，优先级+5
按照这种规则，1 * ( 2+ ( 3 + 4 ) ) 的优先级为
1 * 2 + 3 + 4
0 2 0 6 0110
标记优先级后，优先处理高优先级的运算，再处理低优先级的运算，直到只剩下一个数字为止，例如上述表达式：
第一次计算：
1 * 2 + 7
0 2 0 6 0
第二次计算
1 * 9
0 2 0
第三次运算
9
0
该算法的核心思想，其实是建立一个树结构，高优先级的运算对应树底层节点，低优先级的运算对应树根，每一次运算，都相当于从树底向上“爬”一次，当只剩下一个数时就意味着爬到了树顶，运算就完成了 和递归栈有何区别？能省什么？ 谢谢楼主的分享
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生成树和遍历树的过程，也是用递归的方法。 版主何在？楼上有发小广告的 aidn 发表于 2024-7-28 09:40
和递归栈有何区别？能省什么？
增加了复杂度，啥也没有省 dage1 发表于 2024-7-28 11:19
谢谢楼主的分享
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你发的这些网址是什么东西？解释一下
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