C# 数组的交集、差集、并集_.NET_编程开发_程序员俱乐部

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C# 数组的交集、差集、并集

 2016/5/12 5:34:13  Johar  程序员俱乐部  我要评论(0)
  • 摘要:C#数组的交集、差集、并集工作中经常会用这方面的知识来检查那些字段是必须输入的,那些是禁止输入。1usingSystem;2usingSystem.Collections.Generic;3usingSystem.Linq;4usingSystem.Text;56namespaceCollection7{8classProgram9{10staticvoidMain(string[]args)11{12int[]x={6,7,8,9,10};13int[]y={4,5,6,7,8}
  • 标签:C# 数组

C# 数组的交集、差集、并集

工作中经常会用这方面的知识来检查那些字段是必须输入的,那些是禁止输入。

 1 using System;
 2 using System.Collections.Generic;
 3 using System.Linq;
 4 using System.Text;
 5 
 6 namespace Collection
 7 {
 8     class Program
 9     {
10         static void Main(string[] args)
11         {
12             int[] x = { 6,7,8,9,10};
13             int[] y = { 4,5,6,7,8};
14 
15             var z1 = x.Except(y);
16             Console.WriteLine("Except: {0}",z1.Count());
17             foreach (var i in z1)
18             {
19                 Console.Write(i + " ");
20             }
21 
22             var z2 = x.Intersect(y);
23             Console.WriteLine("\nIntersect:{0}",z2.Count());
24             foreach (var i in z2)
25             {
26                 Console.Write(i+" ");
27             }
28 
29             var z3 = x.Union(y);
30             Console.WriteLine("\nUnion:{0}",z3.Count());
31             foreach (var i in z3)
32             {
33                 Console.Write(i + " ");
34             }
35             Console.ReadKey();
36         }
37     }
38 }

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" 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