• C#实现栈


    概述

    先用C#实现一个栈的类,如下:

     1     public class MyStack<T> : IEnumerable<T>, IDisposable
     2     {
     3         private int _top = 0;
     4         private int _size = 0;
     5         private T[] _stack = null;
     6          
     7         public int Top {
     8             get {
     9                 return _top;
    10             }
    11         }
    12 
    13         public int Size {
    14             get {
    15                 return _size;
    16             }
    17         }
    18 
    19         public int Length {
    20             get {
    21                 return _top;
    22             }
    23         }
    24 
    25         public T this[int index] {
    26             get {
    27                 return _stack[index];
    28             }
    29         }
    30 
    31         public MyStack(int size) {
    32             _size = size;
    33             _top = 0;
    34             _stack = new T[size];
    35         }
    36 
    37         public bool IsEmpty() {
    38             return _top == 0;
    39         }
    40 
    41         public bool IsFull() {
    42             return _top == _size;
    43         }
    44 
    45         public void Clear() {
    46             _top = 0;
    47         }        
    48 
    49         /// <summary>
    50         /// 入栈
    51         /// </summary>
    52         /// <param name="node"></param>
    53         /// <returns></returns>
    54         public bool Push(T node) {
    55             if (!IsFull()) {
    56                 _stack[_top] = node;
    57                 _top++;
    58                 return true;
    59             }
    60             return false;
    61         }
    62 
    63         /// <summary>
    64         /// 出栈
    65         /// </summary>
    66         /// <returns></returns>
    67         public T Pop() {
    68             T node = default(T);
    69             if (!IsEmpty()) {
    70                 _top--;
    71                 node = _stack[_top];
    72             }
    73             return node;
    74         }
    75 
    76         public void Traverse() {
    77             for(int i = 0; i < _top; i++) {
    78                 Console.WriteLine(_stack[i]);
    79             }
    80         }
    81 
    82         public IEnumerator<T> GetEnumerator() {
    83             for(int i = 0; i < _stack.Length; i++) {
    84                 if(_stack[i] != null) {
    85                     yield return _stack[i];
    86                 }
    87             }
    88         }
    89 
    90         IEnumerator IEnumerable.GetEnumerator() {
    91             return GetEnumerator();
    92         }
    93 
    94         public void Dispose() {
    95             _stack = null;
    96         }
    97     }

    上面要注意的是入栈时,是直接把值赋给栈顶,然后再将栈顶加1,出栈的时候,先将栈顶减一,再出栈,切记。

    实例一:

    用栈来实现进制转换,即十进制转化为2进制、8进制、16进制,代码如下:

     1         /// <summary>
     2         /// 十进制转换为其他进制
     3         /// </summary>
     4         /// <param name="number">要转换的数字</param>
     5         /// <param name="target">目标进制</param>
     6         /// <returns></returns>
     7         public static string Process(int number, int target) {
     8             string result = string.Empty;
     9             string format = "0123456789ABCDEF"; 
    10             MyStack<int> stack = new MyStack<int>(30);
    11             int mod = 0;
    12             while(number != 0) {
    13                 mod = number % target;
    14                 stack.Push(mod);
    15                 number = number / target;
    16             }
    17             while (!stack.IsEmpty()) {
    18                 int pos = stack.Pop();
    19                 result += format[pos];
    20             }
    21             return result;
    22         }

    测试代码:

    1 string slt = MoronicConvert.Process(98758, 16);
    2 Console.WriteLine(slt);

    运行结果:

    实例二

    用栈来检查一个字符串括号是否配对,代码如下:

     1         /// <summary>
     2         /// 检查字符串中括号是否成对匹配
     3         /// </summary>
     4         /// <param name="charter">待检查的字符串</param>
     5         /// <returns></returns>
     6         public static bool Check(string charter) {
     7             bool result = false;
     8             MyStack<char> stack = new MyStack<char>(30);
     9             MyStack<char> needStack = new MyStack<char>(30);
    10             char currentNeed = '0';
    11             for (int i = 0; i < charter.Length; i++) {
    12                 if(charter[i] != currentNeed) {
    13                     char t = charter[i];
    14                     stack.Push(t);
    15                     switch (t) {
    16                         case '[':
    17                             if(currentNeed != '0') {
    18                                 needStack.Push(currentNeed);
    19                             }
    20                             currentNeed = ']';
    21                             break;
    22                         case '(':
    23                             if(currentNeed != '0') {
    24                                 needStack.Push(currentNeed);
    25                             }
    26                             currentNeed = ')';
    27                             break;
    28                         case '{':
    29                             if (currentNeed != '0') {
    30                                 needStack.Push(currentNeed);
    31                             }
    32                             currentNeed = '}';
    33                             break;
    34                     }
    35                 }
    36                 else {
    37                     stack.Pop();
    38                     currentNeed = needStack.Pop();
    39                 }
    40             }
    41             if (stack.IsEmpty()) {
    42                 result = true;
    43             }
    44             return result;
    45         }

    测试代码:

    1 bool check = SpellCheck.Check("[[([)]]]");
    2 Console.WriteLine(check.ToString());

    运行结果:

    总结:

    希望能帮到你,望推荐!

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  • 原文地址:https://www.cnblogs.com/yezhu008/p/5726234.html
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