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  • 关于栈,这里的定义和前面的顺序表是一样,采用数组的形式,详细请见: 顺序表

    栈相关处理类代码:

    	/// <summary>
    	/// Description of SequenceStack.
    	/// </summary>
    	public class SequenceStack<T> where T:IComparable
    	{
    		private Sequence<T> _sequence;
    		private int _size;
    		public SequenceStack(int size)
    		{
    			_size=size;
    			_sequence=new Sequence<T>(_size);
    		}
    		
    		/// <summary>
    		/// Init the sequence stack
    		/// </summary>
    		public void Init()
    		{
    			_sequence.Current=0;
    		}
    		
    		/// <summary>
    		/// Check whether the sequence stack is empty
    		/// </summary>
    		/// <returns>True or false</returns>
    		public bool IsEmpty()
    		{
    			if(_sequence.Current==0)
    			{
    				Console.WriteLine("SequenceStack is empty!");
    				return true;
    			}
    			return false;
    		}
    		
    		/// <summary>
    		/// Check whether the sequence stack is full
    		/// </summary>
    		/// <returns>True or false</returns>
    		public bool IsFull()
    		{
    			if(_sequence.Current>=_sequence.Size) 
    			{
    				Console.WriteLine("SequenceStack is full!");
    				return true;
    			}
    			return false;
    		}
    		
    		/// <summary>
    		/// Get the top value
    		/// </summary>
    		/// <returns>The top value</returns>
    		public T GetTop()
    		{
    			if(IsEmpty()) return default(T);
    			
    			return _sequence.Data[_sequence.Current-1];
    		}
    		
    		/// <summary>
    		/// Push a value into the sequence stack
    		/// </summary>
    		/// <param name="x">the value want to be pushed</param>
    		public void Push(T x)
    		{
    			if(IsFull()) return;
    			
    			_sequence.Data[_sequence.Current]=x;
    			_sequence.Current++;
    		}
    		
    		/// <summary>
    		/// Pop a value from the sequence stack
    		/// </summary>
    		/// <returns>a value</returns>
    		public T Pop()
    		{
    			if(IsEmpty()) return default(T);
    			
    			///Get the top value
    			T result= GetTop();
    			
    			_sequence.Current--;
    			return result;
    		}
    		
    		/// <summary>
    		/// Get the priority of a char
    		/// </summary>
    		/// <param name="op">the char</param>
    		/// <returns></returns>
    		public int GetPriority(char op)
    		{
    			switch(op)
    			{
    				case '#':
    					{
    						return -1;
    					}
    				case '(':
    					{
    						return 0;
    					}
    				case '+':
    				case '-':
    					{
    						return 1;
    					}
    				case '*':
    				case '/':
    					{
    						return 2;
    					}
    				default:
    					{
    						return -1;
    					}
    			}
    		}
    		
    		/// <summary>
    		/// Check a char whether is a operation
    		/// </summary>
    		/// <param name="op">The char want to be checked</param>
    		/// <returns></returns>
    		public bool IsOperation(char op)
    		{
    			switch(op)
    			{
    				case '+':
    				case '-':
    				case '*':
    				case '/':
    					return true;
    				default:return false;
    			}
    		}
    		
    		/// <summary>
    		/// Check a char array Whether is a brackets matched array
    		/// </summary>
    		/// <param name="s">The array need to be checked</param>
    		/// <returns>Match or not</returns>
    		public static bool MatchBrackets(char[] s)
    		{
    			SequenceStack<char> stack=new SequenceStack<char>(100);
    			int i=0;
    			while(s[i]!='#')
    			{
    				switch(s[i])
    				{
    					case '{':
    					case '[':
    					case '(':
    						{
    							stack.Push(s[i]);break;
    						}
    					case '}':
    						{
    							if(!stack.IsEmpty()&&stack.GetTop()=='{')
    							{
    								stack.Pop();break;
    							}
    							return false;
    						}
    					case ']':
    						{
    							if(!stack.IsEmpty()&&stack.GetTop()=='[')
    							{
    								stack.Pop();break;
    							}
    							return false;
    						}
    					case ')':
    						{
    							if(!stack.IsEmpty()&&stack.GetTop()=='(')
    							{
    								stack.Pop();break;
    							}
    							return false;
    						}
    				}
    				i++;
    			}
    			return stack.IsEmpty();
    		}
    		
    		/// <summary>
    		/// Convert a char array to a double number
    		/// </summary>
    		/// <param name="s">The char array need to be converted</param>
    		/// <param name="index">The start position</param>
    		/// <param name="endIndex">The end position</param>
    		/// <returns>the double number</returns>
    		public static double ConvertNumber(char[] s,int index,out int endIndex)
    		{
    			double number=0.0d;
    			while(s[index]>='0'&&s[index]<='9')
    			{
    				number=number*10+int.Parse(s[index].ToString());
    				index++;
    			}
    			
    			if(s[index]=='.')
    			{
    				int i=-1;
    				index++;
    				while(s[index]>='0'&&s[index]<='9')
    				{
    					number=number+int.Parse(s[index].ToString())*Math.Pow(10,i);
    					index++;
    					i--;
    				}
    			}
    			endIndex=index;
    			return number;
    		}
    		
    		/// <summary>
    		/// Get the value of a postfix expression
    		/// </summary>
    		/// <param name="s">The postfix expression</param>
    		/// <returns>The value</returns>
    		public static double GetPostfixValue(char[] s)
    		{
    			SequenceStack<double> stack=new SequenceStack<double>(100);
    			double number1,number2;
    			int i=0;
    			while(s[i]!='#')
    			{
    				if(s[i]>='0'&&s[i]<='9')
    				{
    					stack.Push(ConvertNumber(s,i,out i));
    					continue;
    				}
    				
    				if(s[i]==' ') {i++;continue;}
    				
    				if(stack.IsOperation(s[i]))
    				{
    					number2=stack.Pop();
    					number1=stack.Pop();
    					switch(s[i])
    					{
    						case '+':
    							{
    								stack.Push(number1+number2);
    								i++;
    								break;
    							}
    						case '-':
    							{
    								stack.Push(number1-number2);
    								i++;
    								break;
    							}
    						case '*':
    							{
    								stack.Push(number1*number2);
    								i++;
    								break;
    							}
    						case '/':
    							{
    								stack.Push(number1/number2);
    								i++;
    								break;
    							}
    					}
    				}
    			}
    			return stack.Pop();
    		}
    		
    		/// <summary>
    		/// Convert a infix expression to a postfix expression
    		/// </summary>
    		/// <param name="s">The infix expression</param>
    		/// <returns>The postfix expression</returns>
    		public static char[] ConvertPostfix(char[] s)
    		{
    			SequenceStack<char> stack=new SequenceStack<char>(100);
    			char[] postfixArray=new char[100];
    			int i=0,j=0;
    			stack.Push('#');
    			while(s[i]!='#')
    			{
    				if((s[i]>='0'&&s[i]<='9')||s[i]=='.')
    				{
    					postfixArray[j++]=s[i];
    					i++;
    					continue;
    				}
    				
    				if(s[i]=='(')
    				{
    					stack.Push(s[i]);
    					i++;
    					continue;
    				}
    				
    				if(s[i]==')')
    				{
    					char temp=stack.Pop();
    					while(temp!='(')
    					{
    						postfixArray[j++]=temp;
    						temp=stack.Pop();
    					}
    					i++;
    					continue;
    				}
    				
    				if(stack.IsOperation(s[i]))
    				{
    					postfixArray[j++]=' ';
    					char temp=stack.Pop();
    					while(stack.GetPriority(temp)>=stack.GetPriority(s[i]))
    					{
    						postfixArray[j++]=temp;
    						temp=stack.Pop();
    					}
    					stack.Push(temp);
    					stack.Push(s[i]);
    					i++;
    				}
    			}
    			
    			while(stack._sequence.Current>0)
    			{
    				postfixArray[j++]=stack.Pop();
    			}
    			postfixArray[j++]=stack.Pop();
    			return postfixArray;
    		}
    	}
    


    为了验证各个功能是否能够良好运行,写一些代码测试一下:

    #region test MatchBrackets method
    			string matchTestString=@"2(2[3]j)3#";
    			char[] matchTestArray=StringCommon.ConvertToArray(matchTestString);
    			bool matchResult=SequenceStack<int>.MatchBrackets(matchTestArray);
    			Console.WriteLine(matchResult);
    			#endregion
    			
    			#region test ConvertNumber method
    			string convertTestString=@"2312.012#";
    			char[] convertTestArray=StringCommon.ConvertToArray(convertTestString);
    			int index=0;
    			double convertResult=SequenceStack<int>.ConvertNumber(convertTestArray,0,out index);
    			Console.WriteLine("{0},{1}",convertResult,index);
    			#endregion
    			
    			#region	test GetPostfixValue method
    			string getPostfixValueTestString=@"3 5 2 *-#";
    			char[] getPostfixValueTestArray=StringCommon.ConvertToArray(getPostfixValueTestString);
    			double getResult=SequenceStack<int>.GetPostfixValue(getPostfixValueTestArray);
    			Console.WriteLine("{0}",getResult);
    			#endregion
    			
    			#region	test ConvertPostfix method
    			string convertPostfixTestString=@"3*((30-2)+4*5/2)#";
    			char[] convertPostfixTestArray=StringCommon.ConvertToArray(convertPostfixTestString);
    			char[] convertPostfixResult=SequenceStack<int>.ConvertPostfix(convertPostfixTestArray);
    			double gets=SequenceStack<int>.GetPostfixValue(convertPostfixResult);
    			Console.WriteLine("{0}",gets);
    			#endregion
    


    在测试代码中,用到了类StringCommon,其代码如下:

    /// <summary>
    	/// Description of StringCommon.
    	/// </summary>
    	public class StringCommon
    	{
    		public StringCommon()
    		{
    		}
    		
    		/// <summary>
    		/// Convert a string to a array
    		/// </summary>
    		/// <param name="s">The string need to be converted</param>
    		/// <returns>Converted array</returns>
    		public static char[] ConvertToArray(string s)
    		{
    			if(!IsEndWithChar(s,'#'))
    			{
    				throw new ApplicationException("The string is not end with '#'");
    			}
    			
    			return s.ToCharArray();
    		}
    		
    		/// <summary>
    		/// Check a string whether is end with specified char
    		/// </summary>
    		/// <param name="c">The end with char</param>
    		/// <returns>True or False</returns>
    		public static bool IsEndWithChar(string s,char c)
    		{
    			return s[s.Length-1]==c?true:false;
    		}
    	}
    
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  • 原文地址:https://www.cnblogs.com/zwffff/p/2068587.html
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