1.递归算法

1.1.C#递归算法计算阶乘的方法

using System;  namespace C_Sharp_Example {     public class  Program     {         /// 
         /// 阶乘：一个正整数的阶乘Factorial是所有小于以及等于该数的正整数的积，0的阶乘是1，n的阶乘是n！         /// 
        public static void Main()         {             int result = Factorial(5);             Console.WriteLine("5的阶乘是："+result);             Console.ReadLine();         }          private static int Factorial(int v)         {             if(v == 0 || v == 1)             {                 return 1;             }             else             {                 return v * Factorial(v-1);             }         }     } }

1.2.C#递归算法计算数组的和

using System;  namespace C_Sharp_Example {     public class  Program     {         /// 
         /// 数组求和         /// 
        public static void Main()         {             int[] numbers = { 1,2,3,4,5};             int sum = ArraySum(numbers,0);             Console.WriteLine("数组的和是："+sum);             Console.ReadLine();         }          private static int ArraySum(int[] arr, int v)         {             if(v>=arr.Length)             {                 return 0;             }             else             {                 return arr[v] + ArraySum(arr, v + 1);             }         }     } }

 1.3.C#递归算法实现斐波那契数列第三十位数字

using System;  namespace C_Sharp_Example {     public class  Program     {         /// 
         /// 实现斐波那契数列的第三十位，已知斐波那契数列1,1,2,3,5,8，自身计算前二个之和         /// 
        public static void Main()         {             int n = 30;             int result = feibonaqi(30);             Console.WriteLine("斐波那契数列第三十位是："+result);             Console.ReadLine();                 }          private static int feibonaqi(int v)         {             if(v <= 0)             {                 return 0;             }             else if(v > 0 && v <=2)             {                 return 1;             }             else             {                 return feibonaqi(v - 1) + feibonaqi(v - 2);             }         }     } }

1.4.C#递归算法计算1-100的和

using System;  namespace C_Sharp_Example {     public class  Program     {         /// 
         /// 计算1-100-sum         /// 
        public static void Main()         {             int result = SumNumber(100);             Console.WriteLine("1+2+3+4+...+100="+result);             Console.ReadLine();                 }          private static int SumNumber(int v)         {             if(v ==1)             {                 return 1;             }             else             {                 return v + SumNumber(v-1);             }         }     } }

2.排序算法

2.1.冒泡排序算法

using System;  namespace C_Sharp_Example {     public class  Program     {         /// 
         /// 双重循环方式实现冒泡排序         /// 
        public static void Main()         {             int[] arr = { 1,6,4,2,3,9,8,0,7};             int arrLength = arr.Length;             for(int i =0; i< arr.Length -1; i++)             {                 for(int j=0;jarr[j+1])                     {                         int tmp = arr[j];                         arr[j] = arr[j + 1];                         arr[j + 1] = tmp;                     }                 }             }             Console.WriteLine("排序后的顺序"+string.Join(",",arr));             Console.ReadLine();         }     } }

2.2. 使用递归算法实现冒牌排序

using System;  namespace C_Sharp_Example {     public class  Program     {         /// 
         /// 递归方式实现冒泡排序         /// 
        public static void RecursiveBubbleSort(int[] arr, int arrLength)         {             if (arrLength == 1)                 return;              for(int i=0; i arr[i+1])                 {                     int tmp = arr[i];                     arr[i] = arr[i + 1];                     arr[i + 1] = tmp;                 }             }             RecursiveBubbleSort(arr,arrLength-1);         }          private static void RecursiveBubbleSortRun()         {             int[] arr = { 1,6,4,2,3,9,8,0,7};             int arrLength = arr.Length;             RecursiveBubbleSort(arr,arrLength);             Console.WriteLine("排序后的结果"+string.Join(",",arr));             Console.ReadLine();         }     } }

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