C#系统委托之Action And Func_.NET_编程开发_程序员俱乐部

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C#系统委托之Action And Func

 2014/10/19 19:05:01  麻将我会  程序员俱乐部  我要评论(0)
  • 摘要:ActionAction<T>FuncFunc<T>Action:封装一个方法,该方法不具有参数并且不返回值publicdelegatevoidAction()Action<T>:Action的泛型实现了1到16个传入参数的定义,但是仍然没有返回值,得出结论Action不支持返回值,如果需要返回值请使用另一个系统委托FuncpublicdelegatevoidAction<inT>(Tobj)..
  • 标签:C#
  1. Action
  2. Action<T>
  3. Func
  4. Func<T>

 

Action:class="sentence" data-guid="d79e8503f7df532b9c8af7624b22a1b2" data-source="Encapsulates a method that has no parameters and does not return a value.">封装一个方法,该方法不具有参数并且不返回值

public delegate void Action()

 Action<T>:Action的泛型实现了1到16个传入参数的定义,但是仍然没有返回值,得出结论Action不支持返回值,如果需要返回值请使用另一个系统委托Func

public delegate void Action<in T>(T obj)
...
public delegate void Action<in T1, in T2, in T3, in T4, in T5, in T6, in T7, in T8, in T9, in T10, in T11, in T12, in T13, in T14, in T15, in T16>(
	T1 arg1,
	T2 arg2,
	T3 arg3,
	T4 arg4,
	T5 arg5,
	T6 arg6,
	T7 arg7,
	T8 arg8,
	T9 arg9,
	T10 arg10,
	T11 arg11,
	T12 arg12,
	T13 arg13,
	T14 arg14,
	T15 arg15,
	T16 arg16
)

 由此可见Action的定义非常简单,但是这样的委托实在是太常用了,如果用一次自己定义一个也是可以的,多的话就感觉重复劳动太多:

过去自定义委托:

logs_code_hide('19968c07-a684-43a0-9733-f8278bd5a7e0',event)" src="/Upload/Images/2014101919/2B1B950FA3DF188F.gif" alt="" />
using System;
using System.Windows.Forms;

public delegate void ShowValue();

public class Name
{
   private string instanceName;

   public Name(string name)
   {
      this.instanceName = name;
   }

   public void DisplayToConsole()
   {
      Console.WriteLine(this.instanceName);
   }

   public void DisplayToWindow()
   {
      MessageBox.Show(this.instanceName);
   }
}

public class testTestDelegate
{
   public static void Main()
   {
      Name testName = new Name("Koani");
      ShowValue showMethod = testName.DisplayToWindow;
      showMethod();
   }
}
View Code

现在直接使用Action:

using System;
using System.Windows.Forms;

public class Name
{
   private string instanceName;

   public Name(string name)
   {
      this.instanceName = name;
   }

   public void DisplayToConsole()
   {
      Console.WriteLine(this.instanceName);
   }

   public void DisplayToWindow()
   {
      MessageBox.Show(this.instanceName);
   }
}

public class testTestDelegate
{
   public static void Main()
   {
      Name testName = new Name("Koani");
      Action showMethod = testName.DisplayToWindow;
      //将 Action 委托与匿名方法一起使用
     // Action showMethod = delegate() { testName.DisplayToWindow();} ;
      //将 lambda 表达式分配给 Action 委托实例
      //Action showMethod = () => testName.DisplayToWindow();
      showMethod();
   }
}
View Code

  Action<T>的使用也是类似的,但是 Action<T>的定义是比较特别的,它有一个关键词In,In是用来干嘛的呢,按照MSDN的解释:

JS1g//9NuP/+ZzH1zE8gIAAFxOh/UwbpVSSk367cLUdfeV/tPPfvPm8RcWAADg0rqI1PXes489dvOd9468pAAAAJfZ8VPXe+/cfPSRp3/y6d2LWFwAAIBL6vip680Xn/vS17/98UUsLAAAwKXFXwQCAACoAqkLAACgCqQuAACAKpC6AAAAqkDqAgAAqAKpCwAAoAp1Tl2rk+5oo3+LZ73hrMx7ZsNes9lsNpvi9ZtRtztfbHKTjmf6ZaPpXD7ca/ZWvmnO4tzDm8W8my6bUmo+HeWns3uXfNB6i2uzmHd8c1/Fs2azYy1/aGoHznTVs9dA9saT4Uyln91Mx10VciJydqt41kw/zmYx7zRto+l8Ph3N4lVotQMA8IC5xKnLBKw8O6CY1CXP/YEMtyd1mWBUInXZk0oTRpH5dNTxh6TNqNspEacOmOls2MunIvuD6w81G/ZOp9N0XptR98R62WaxWCzmnWZThjMdamfx2UJsi9nwZL7YyBBM6gIAPFTqmLrSlONPXb5yiyoITLK4opQqLn0ZchZyjjpYLBbzbnd06ot9ne7oLD+10XSuC0JWNJxPR77UmGOlw4KguSo303Rd+ZmP6S5bpzta5EtWbnItLq2RugAAD7lLlrpMNSiQP+ygkFZoZMzypK5Udvp3O8VMFUo/1QnXumRGXMUz3ZUmXmAvwL6w0iuTbw6dafp5c6XBNBhln8uKYqbmp+deJjjO4lVgY/WmpC4AwMOk1qnLnKuHw2FvOJtPR76ewVWv2ZzFca/Zi+NZ0zNQ6Typy7c8SqWxT9e6zpwKmQ4ZVgA6GQ7zCclegL2j1tyex72pKzRT7xAri16BugtyOOw1d2Wt1ajbNeO3TnwdvqfTabfb7fg7cM26pdYFAHhI1Tp1neSGZjfzlZtsjNZKKXnmFgWY7DQ/HJ6kyWkz6nan01MZMtxiTG84M4Ufk7pMstmkqcs7DMstO+WDhZ26AhWjoiBSptZVPFNTQtNZ1uq3Nc/qx9OiV3ySlrjEttiFYz2uq9PsnYlgJ9Nqunhu6iV1AQAeCpcmdRVUgwI1sOxZHa0OHE2fDWA3iaRkt6ZvXJful+xYA5vMElr1OW+fY0F33kEz1ethNJ3rLJvmyMXpsGeFSOuKyHQ0fTYpOSTfXWwzo/zj9pKENwcAAA+US5q6ZK2rIACdnHQ7o+kb5+thNFf2FYzfHw6H3ns9OGWn3QS73dHG0+PZsaa/ylfRnBDmf0uZmc6no2ZajjJ1u04a1Dbp426+1LObT0ey77JMDPXdmYLiFgDgYXT5Ulc+gdnjwX03QSga16WnFriGcRdu3NQlbka1mu5SRXbbqlAAEguQ3X9B3tdKTl+mTKsYZkpQcsEOmmn6SEcmqvxMZbCTIUmPovNGps2o2+mmY78sxePuqXUBAB4GdU9db0xHzWZnOj31RgrrnqiiQ03ak7ryQ5T23iV1N4zJLE+aJ3oySJUOQP77lOb7TD0x0X3qoNQ1y8bI715vRZ/N4uxssUhjWbZK9Ru9o9nkUDBv8BJCta5dECSEAQAeSDVNXVb/lIwUoRvBhwsnRanLm6jywcIzjGkVz3rDUx0R0lHkHRmMCrrYRDVuM+p2vAlDBhfZvSjTmOkZ7Igbk5aYqWQnSOctzc7utmS9ldqMuh1z2w4ZvKwMp8RYOney6Xw9qUt0htr3YgUA4AFQu9Q1G/Z895eXN/bcjbVyOgTTl6b5w9wpyqrN5Hu75NRyUcBMxy3tzKcjZyGzOo237CRnavoHZVLJx6ZsSUTKzN3dtCOimB4aX2am+ekEB1dZw+Tdmtx8OjK5M1Sa0nPvBG4na+ns8ha1LgDAA6t2qQsAAOCBROoCAACoAqkLAACgCqQuAACAKpC6AAAAqkDqAgAAqAKpCwAAoAqkLgAAgCqQugAAAKpA6gIAAKgCqQsAAKAKpC4AAIAqkLoAAACqQOoCAACoAqkLAACgCvVIXVHEDz/88FOjHwC4APVoXGjjANQHLRKAi1GPxoU2DkB90CIBuBj1aFxo4wDUBy0SgItRj8aFNg5AfdAiAbgY9WhcaOMA1ActEoCLUY/Gxd/GrU66o43+LZ71hjP3Bb1mczSdK6U2i3lXvLjZ7K2U0o93mrbRdD6fjmbxSqlVL32ld7KWzWJ+MpwppWbD3ixemZnq/1qvHXXdOTebzWbH/6E2o253vtjItzvT3L3LTOFcVr384swXm/l0JB7prcILL/WGM7nY8+kov9LsdWttRO82XcWz4nmmEzQTt+aiP11HrMmd+XTk24V2ZsOeXHi5O1mr7gL2t9089ZqcDXtmOVfxzPtZ9AI3A5/U2Zc8n6LTHZ05qzq0X8lFyqayZ0s1m82m2IGDB5p8WQ22QiqQujaLeafwvc5RoJTajLonq/BrAo1bzt6jXu8PoelcRFOzd2OZ1tI3F3sX9a03j/xcNqNup/BdJTb0Htk5KHtoz/YKnj6UWKX5Jjc7BOeLzfbO2RPPvzh5e229Vz9+5fkXrzx/mtzZiv9mP9dunSW3Xpu8vVZq/dTzL9uTUEqp9e+89No2sOiTGy9fu3Um5/gPnRcnt16Tr1m//dZTN94Kr43da54Iz1TP98rzL4amk5/F9tpLf5Tc2Yr/nrrrqsxM76NLnLo2i8ViMe80mzIA6ZPBLD5biEN6NjyZLzZWRPC2v7NhL9922wetbh1mw97pdJoe/3arqnYPes58VtuUb7lWvd0ZKNgOplMueHYv+ZF3CymavP3t1CqeiWWWH9P6yJ51Kxc7lLrCpwc5QZm67GYr/MGbgfVmL2q6e+RcxP4mJ29e7KyEzmj6hpWDfYtndlf/vpc29B0zFyslm8MtcErI+M463qMgnXQ86w1nblDLT6cOWyEVSF3F2V0voBUF3LecI3WFjnqzpfJJ3XNEHLupKbWxnJma/dOabOhwtg/q2bB3MhyGvhHqQOPN3O6kSgrtuobclHtPH6ooy+YO28mNl5+68VZy6zWTqLwZYnLj1eTOVmaRe0hd9lvSSeWcI3WFspH5dGYK67ffyufIU/2h8nFw/dQulQYjV8FM66COqSs9PftTl6+wFPpabCZYpv31HvDNpjjDuWejTne0yB/k6XLur3WlM+2twrPWX9CDbYg90zL8ta5jpC7r/OFWoXpxuPHqpKfPvakrLfPo9TN1FzidSHCtys9utaej6bxMkrvH/e3wbVpcvtIzNWe4ghfnsl1B6tJPFW6OPeUut7Ah5rhnUtVshSKiRTp8Y6166dIWfHOTn909fg+aqZxCeJMdrak5ZGPpLF40U5VLbDKZnVhfIfYWGnefObhX7D+IvNIdSfnWcPbw3tOHWDDrvNOxdlTH+qk0f1iOlbqsuHPt1pkON24AKpO6ZFgM/cik5f09X9bSH8daJLvIV36m99clS13z6aiwQmvv7vIMLZuO6Z4exlwTbx11etYyiunfner3/lqXq/iLrzlvlft+7J9GyVpX6EtzQeqyWnlZnHcX+Hg9jPb5OP04nt4BIYsC8oylzz3uB7zI/W3H2s1UrmvP3p3SL/RFfWr59WZ9DfAk4I5IXd1ut2BygUyW1brkVyPzMrnnFJzJ7u9W2PHVuvYVuvb0y3ecUOsup3f6e4/6cqmr6F0HzbTkxgpN+MTpiDxNs1dvOCxIXbNhr7DxL3MsHFzrEh/KO1V3gsHTh9Uh3umONr6+Al3lsma/vXP2RD5F6V455+flsZ26gklFltCs6KNDjEhXuVSnH3cXwJtp9NRUuCpWLnUVvescM72/ap26TJs0HA57w1mo1Uv7+7odf7Mlvz/5v/XuO2k1m+mZRteQh9koitWo2zWjTKxxDMWNrxyKIc9M1i+aXmCrKSw5GCKwNtTe1OVtvgtTV8YdgZGOA/Oulj0zdZY8+913ij1gMId1CjkZDvOx2PMB731/cxZ7V8Nz43v6NcONHbvvx4vFxhlKUnDa84RU11FrXWbTH5C6KtsKQU7qCjcRofUZGniwm4wVXJRzyKv9R717NPVi3yY7blNTbmMt9LI5m8ZOXeJA0KU4f+rSO1uZIa3Hq3XtVq81U3czlTx9mAVzU6M1RjYdk7S99tKpt66TztlEq4Jal1X0smpdu/9a0ed3bvxxfkSXnv6PzfJYEU358o1eEusFIsy5n+7l2Je65KgvMxf3l3IzrYVapy5Z62p6hihmo3F18flM7P2yFhUqGLjtr6ku6HdZvZnmWf14WvSKT9Jj6dAMVNACWp2qpgW0GugSA03seZbsYbzH1CXfrmsnVssiXpCdnw5KXVPfUBKjTF1kNJ27X9y9wVSuuqPsb2LXyrod9SOBizOyfCy3vlNp2LNRms1Ot3sSumBCz1emrvzznVBUCtW6xKYPpjQ9tP++bIUgO3WtesHRbAWduf6Bbmb16oWUa7vT7XbEHlLyqLeuwAgdtsdqasofMvK93i0vtqn+PTiuazYcnoVTS7PZvKBal45Kp/7q6W7vNVMsPn3I1OUb4bo/FG7vnD0huhqTW6+lgcMtC91T6kp7GM0bPbUuPXfz3/Xbbz3x0h+ZgpwZieXGMrHYu1furXUVhC35lvIzvb8uTeqymjw5blE532/0gSe/XuiH80MEmk3Rkpq36HODfnyzWJymZW05a+ckp09j2Vfq4FFvWgin4Qu9xjtMVTow7VVU65JLNRsO46xl2VPrKl5tslA0ms69Eyy4Fs9dk75BKnpnyA22OPr+5qYuvWID39StLbU7OQUCd3CjzIYn3W7HxKDQi0vuUQXD+Myne2M6PRM7uZmse+K5L1shKNcirXrNznR6GtgnO+WPehO20o2Y+86j16f5RlfyqDcfqrg8ecSmpuTGchZmtzKdfn85uH7PuK7i4Rm7yR11XJe8YqOgp7XM6aN8rcvtT1RK6b5CU7PJX2CYBRRzbWMaMsqmLrecJkKem7p2Q81k6nrqxluTGy9P3l57h+FL5l1maX0FM3/qCo3WKj/T++5Sp65SbVye/2vufDpqpl+a0wMma8s26ePuTM0XeqfMLpUqCJlH3NazoEE//GLGrFP1REz/SOO65FxCdRHdKSYXIKsKFA4Q0cum2+jY7T8yL7PGk4nw509dbl+PyprIXB/NsfY35eth3Czm3e7JSf7yrnSF7FaR+G/H+hpd0Mdhru06GZ6mH8d08Pk772ZxHPjA2WYtOZreO64rvxfdt60QJFokva4Co6CKvnWEKiumQikL52Yl7KsP5datXrzp9LQ3PNXXTu5NXdlKOW9TU3JjeWfqpi65F+WP62Dq8u54MtwcvdYVmqnYUvtPH/laV9zL9ajmPqlvNFIucvkEh8+fb1yX/j3NdnbqMqUjHbPMMsvaUmiOMhtNbrw6vnXrqRu3rr10eu3W2d7UlX0qX89myZned5cvdfmO5M2o2+mm46ssxd9BvZOSrYzTirlfy/TvdgDK96Dl2oHALbuUG1asD2JdkX6uG3dliy17OvbVunKfyxuMZuJbnXv3IDO1TXrZv7egkv+2XWZc155al0xa1jnbvWrSigLpMvhH59zj/ubWuuQQKPOgdWe4fG/UYSl/NuzN4jO5vdylc8cv5zdH7p4I+WvKcmfT4tH0urfoxLd7qGq3QpAzriscMf0XV3bsc2pu2Xz3U/CXGIuPeh3d0rW3u0y4XOo6f1NTfmOZHBnaEM4+XKrWVa6Edhwla13m5QWnD1mES3/P6ty99BuRElFGC93Bq/iqvUNrXd7UZRbh2kuvrtOZ+gaW+StJ1oPJrdfk/S90dEtnvX4qMK5LeVJX8KLOvTOtg7qnrjemo2azM52eFhzncrjVvp6R4ovIcllB1oq1zeLsLB0lat1FxmlB5ADnkrWuotvraWnz533lJjB81Z6nOc5N6zCfjkbTaWGnVW6Z86mrYzWgJn7JzeGGV9/pquCKSKWCqStY69qIb5/qwFqXWAb7fH+s/U1O0Fy3b7KpbJRNXcR08Yym85nT9y2W2bO/vTGdbjxP7Rn2pD+sycr2nNKOlYJVkU9d017WNdxNh/LkskKFWyF8yPhSV8lal+hr23/nCDlCK9SxW3DUz4bDlbMPl0hd99TUnCN1yZTpi0e7HnNxI5hzpy6dJhfy6hO5tN5DRm4y96lud/TGdDQcDovje4nTx275xdGUtZ+j6RvpJ80N0kpuvXYlnDCEUK3LflnozhHnSF1ysFSo/y4NPZ5a3eTGH6/LXcOYf3xv2a9opqVPlBeopqnL7NbeGrjsM7JWnz7Mwg1KmbNg0aAZfcB0duMrdx1eJmSkh/TG3NmycJikaWs8fUY+ubqOtXiivB+8WaWcaSdrpHrTQ0aGyfVvnYytlCNLgNaI3Waz03WuD3IGZNxjrSvbCmYDlRzXlS1B/qx5pP3NXub0yozd7mRyVdoJm5UlrLOI967xheNX9qcud6S22eO8+5Xo0PGft6wRRabepk+Bi8W869wov5KtUHjInDN16S1rzcseiZ+/WCH3uXwfoeiod5ctMDDgmE1N+UNm5bnw0HsNY67TwNFxU5fnRblvesH93Bu8QnV9Jdq0crUuVXD6MAEucCjtltAM2DJjnsr1jt1r6gpcJqlUfpyZHMh1RczRuq+9eau8ULHMnSN8d0nddZJeu3VW7t6nRTMtfaK8QLVLXfqU7DTf8mjsrfbFVd0KdwqvPbEOVzGL4mKYfNb+IjifjswAC7kkLnGFS2iAefYyq/XZzVs0PXKgenGE936rKzN6WswuOFrFfcr6eqo/i3cYdW84cwbzbuQXVvPR8ifdYK1LnsMKtoL3i7t8vRyzf9T9LbduxYMr80eNrCsWC7oOS880O/cEXnZyIi77z2+s7BiUu6VYcntPNmHLGsBkbdnAlaQVbIXz17rMsuV71YN9drLyYY2mF+vNTpZ6DoVHvb1s3lrXcZuachtLKX/DUtwV6Objc/Ywuod88V83CsVQ711UzIrK9xQ3rY1oCQ3zt/alNNaY8pJnYJYet773pqC+nrUDal2yB1PWt+RoehFxcgksH5uyubhhaG+tK+1v9d9Hw7dCimdKrUvjb80CqA9aJAAXox6NC20cgPqgRQJwMerRuNDGAagPWiQAF6MejQttHID6oEUCcDHq0bjQxgGoD1okABejHo0LbRyA+qBFAnAx6tG40MYBqA9aJAAXox6NSxTxww8//NToBwAuAI0LAABAFUhdAAAAVSB1AQAAVIHUBQAAUAVSFwAAQBVIXQAAAFUgdQEAAFSB1AUAAFAFUhcAAEAVSF0AAABVIHUBAABUgdQFAABQBVIXAABAFUhdAAAAVSB1AQAAVIHUBQAAUAVSFwAAQBVIXQAAAFUgdQEAAFSB1AUAAFAFUhcAAEAVSF0AAABVIHUBAABUgdQFAABQBVIXAABAFUhdAAAAVSB1AQAAVKFs6krGg0ZrsFVqHU/a/Yl8artMWvmnJv32JF4rtW5H7fXxlxkAAODy2Z+61vEkiqLBONH/XS6Xk37bCl46b+l/08iltsvkav5lAAAAD63i1LUdtBpRgAleyXjgPjuJ19bjulQGAADwcCrbw+jUt9btqJEssxylS2LiNdkLTBckAADAQyuYurbLJFjmEnTP46TfjqLGeHxdV7WS5TYZX2+1Wjp1uUPBAAAAHjYlx3XpQfHrdtR4PX69kR8jb8pgOl2lca0dxxOTycywMAAAgIdTcepat3fjsdbtXRFruVxul8uknetMVEqpZDwIXNto90UCAAA8hIKpax1PoqiRLG+3oyitdemexF0fohnIlT7oDpzfDlqNVqvFOHoAAIBSo+nF1YhZ/BKdhttBq6HvFmE9lUY3QhcAAHjY7Uldad7KBnLpypbJWEqp7fL27eXS3GMifxmj9QgAAMBD6oA7R5gbcfme3wWsfr+vL2wU91bdDloNOhkBAMBDruxdUgNhS6n0thGyGzEZD9xHCF4AAOBhxl+/BgAAqAKpCwAAoAqkLgAAgCqQugAAAKpA6gIAAKgCqQsAAKAKpC4AAIAqkLoAAACqQOoCAACoAqkLAACgCqQuAACAKpC6AAAAqkDqAgAAqAKpCwAAoAqkLgAAgCqQugAAAKpA6gIAAKgCqQsAAKAKpC4AAIAqkLoAAACqcC+p6+Nvf/1Lz734pvP43e+Nr/3Wl7/xN/cwaQAAgAfM+VPX3U9/8vQjj9585z3nmb/5xpe/8K9fffvcUwYAAHjwnD91vffOzccee/a94y0KAADAA2x/6vp/P73z4h/881/77GeiKPqNv//V//GXP9OP3/zms+1/8dJ/Gw9/47OfiaLPfPVr/+5nn95VSn3/Oy98rjX4+cUuNgAAwCWzJ3X97C+/94XP/t3/+GdnH31695OPfvGHv/eVJ5954UOllPrgud/82499/h//zzvv31Xqr//81uPRlVeTv1Lq42/9bnMwTqpYdgAAgMujKHXd/fT9r3/x73zrT/63eeT//Nm//1xrsFXqpz/47uPR55Ifm5LWuh1deTX5q49/+cMvPfL4m3/xwUUuMwAAwOVTlLp+Er/yaH7k1psvPvd0/5W7SiXjQfN3v/Vx+vhPf/Ddx6Pmu7/82H0LAAAAVHHqSsYDXdnSfrV99yuP/frNd/5aqQ9feOZJ0Y34q//we1/5Z9+8eVfd/c7zzzz7zZsXusQAAACXUVHq+vPX/u0jj/zWf3/3faXUL97/0e9/+QvXxt+7q9SHH3z/yejKF7/6L9//6JNPPvrFf3nx93/98//0R9tfKfXes489+kr8k6oWHgAA4NIoHtf18//0ja89+siVKLry936786dnd+4qpZR690++9fgXv/6fJ//q0UeufOazv/bcN17+2UefKKU++Is3H3/kSz/85ccF0wQAAHg4HfEvAt299W++9szz37l7vCkCAAA8MI6Quj756KNP1N07Z//1H3z+n/xo+6t7nyAAAMCD5wipK/7DP4iiz/z2P3ruf/1f7o0KAADgd8QeRgAAAASRugAAAKpA6gIAAKgCqQsAAKAK9Uxd63YU6Xvfb5dJK70//jqeRFF7rZR+vBHZBuMkGQ8m8VqpdTt9JQAAQB3UMXVtl8vlMmlE0SRem9S1jidRFE3i28ul+RtFatK/miy3Sm0HrVay3Cqlzpe6Jv22E+GiSUxsAwAAR1PH1CXJWpfrWKnLzG3QahC2AADARahd6krGA7fs5FahvNWpKGqPSV0AAKCWape6pEm/fX08brVajShq9yfO8yZala11bZdJI2oky1DtjNQFAAAuSj1T17qd1rS2y6QRtW+LsfMmFSXjQRrFstQlpkDqAgAANVK71DXptyMRmKxxXfrSxcE4yT+epS5zbaOvNrYXqQsAAFyUeqauPfRNJfKOcqsIUhcAALgotUtdedtBq9FqtXwxa8+4e2pdAACgVmqduib9tg5Pk37bG7yEUrUuxnUBAID7paapS/czynqVrmyFsxepCwAA1FrdUtd20GoU9A/q7NVoDa6XGP7VCN9eFQAAoGJ1S10AAAAPJlIXAABAFUhdAAAAVSB1AQAAVIHUBQAAUIU6p6711fQixHU8KXnXU3Nre/F69680qnU88XWYF+YAAAR3SURBVN3m3n/7iUm/bd1Owvo7Rcl44N7SwrrHmPUWl/6Lk+7c1/Ekcu52EZragTNdtwM349guk6vpndL0X8PU03FXBQAAKOkSp67A3w5yb8e1S11b8Se0AxluT+oywahE6rInlYwHe/NKMh4E7naxHbQaJeLUATOVf+/SG/j0h5r029fH43Re20HrKpkLAIDzqWPqSlOOP3UFyi3BwOT89cai0pchZyHnqOPOcpm0AvcMa7QGt/NTG4wTXVWyomHxXzTypsOCoLkuN9N0XfmZj+kuW6M1WIrY6i4bAAAodslSl6kGlfkj2Y2sQiNjlid1pbLots0nDDG13VONcK1LZsR1PBmMk/wL7AUo7gc0fxZJct9y6EzTz5srDU76V+V/dfaSUczU/Ip7SwEAgKvWqcsEq36/3+5PkvHAV19Zt6NoEsftqB3Hk8gzUOk8qcu3PEqlsU/Xum47FTKdUawAdLXfz2cUewH2jlpzex73pq7QTN006dIrUHdB9rM/zbQepH+G3Iz6AgAA5dU6dclaVz5O7f5wkO7pWislA5PoHdOPbAetVr9/NU1O20GrNR5flyHDrZy1+xNT+DGpyySbbZq6vMOw3LJTPs/ZqSvQ1Vj0ZyXL1LqKZ2pKaDrLWv228u+OT+J1WvSK9RbxXj0AAACKXZrUVVANCtTAsmd1tDpwNH02gN0kkpLdmr5xXfIPb3tSlxVivF14BePADpqpXg+DcaKzbJojl9f7bStEWldEpqPpC4qFAAAg6JKmLlnrKghAV6+2GoPx6+frYTRX9hWM3+/3+957PThlp90EW63B1tPj2bCmv85X0ZwQ5n9LmZkm40EUtW8vk0aWt3Zh1ARTXfqyVqaeXTIeOH2XAACglMuXuvIJzB4P7rsJQtG4Lj21wDWMu3Djpq51PDE9m+NdvsnufRUKQGIBsvsviEnlpi9TplUMMyUouWAHzTR9pCETVX6mMtjJMKpH0XH7CAAADlb31PX6eBBFjfH4ujdSWPdEFR1q0p7UJQJKmbuk7sb4m+VJO/7aMkiVDkD++5Tm+0w9MdF96qDUNcnGyO9eH+V7XbfL27eXyzSWZatUv1HU4XbRjbtIAACwV01TlzU+SUaK0I3gzVucBFCUuryJygkWLTOsXqerdTxp96/rwKFv3S7Tnu/WWWJpsmrcdtBqePOKHFAluxdlGjM9g3pRS89UshOk85aosbstWXuttoNWw9y2Q/8iui+5eyoAAHvULnVN+m3f/eXljT13Y63cUUe7l6b5Q3cO5iOUUvawdDm1XC4x03EvVEzGA2chs6qPt+wkZ2r6B2XcycembElEyszd3bQhopgeGl9mpvnpBC+TlHeuN2+RSS7Nf9S6AAAoq3apCwAA4IFE6gIAAKgCqQsAAKAKpC4AAIAqkLoAAACqQOoCAACoAqkLAACgCqQuAACAKpC6AAAAqkDqAgAAqAKpCwAAoAqkLgAAgCqQugAAAKpA6gIAAKgCqQsAAKAKpC4AAIAqkLoAAACqQOoCAACowv8H8BoL18e1h08AAAAASUVORK5CYII=" 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alt="" />

关于派生程度更小或更低的类型等相关的概念理解我推荐深入理解 C# 协变和逆变

Func:封装一个不具有参数但却返回 TResult 参数指定的类型值的方法

public delegate TResult Func<out TResult>()

Func<T>: Func的泛型同样的实现了1到16个传入参数,而且支持返回值

public delegate TResult Func<in T, out TResult>(
    T arg
)
...
public delegate void Func<in T1, in T2, in T3, in T4, in T5, in T6, in T7, in T8, in T9, in T10, in T11, in T12, in T13, in T14, in T15, in T16, out TResult>(
    T1 arg1,
    T2 arg2,
    T3 arg3,
    T4 arg4,
    T5 arg5,
    T6 arg6,
    T7 arg7,
    T8 arg8,
    T9 arg9,
    T10 arg10,
    T11 arg11,
    T12 arg12,
    T13 arg13,
    T14 arg14,
    T15 arg15,
    T16 arg16
)

 

Func的定义同样简单明了,和Action一样是为了简化代码方便”客户“使用:

过去自定义委托:

using System;
using System.IO;

delegate bool WriteMethod();

public class TestDelegate
{
   public static void Main()
   {
      OutputTarget output = new OutputTarget();
      WriteMethod methodCall = output.SendToFile;
      if (methodCall())
         Console.WriteLine("Success!"); 
      else
         Console.WriteLine("File write operation failed.");
   }
}

public class OutputTarget
{
   public bool SendToFile()
   {
      try
      {
         string fn = Path.GetTempFileName();
         StreamWriter sw = new StreamWriter(fn);
         sw.WriteLine("Hello, World!");
         sw.Close();
         return true;
      }  
      catch
      {
         return false;
      }
   }
}
View Code

 

现在直接使用Func:

using System;
using System.IO;

public class TestDelegate
{
   public static void Main()
   {
      OutputTarget output = new OutputTarget();
      Func<bool> methodCall = output.SendToFile;
     //Func<bool> methodCall = delegate() { return output.SendToFile(); };将 Func<TResult> 委托与匿名方法一起使用
     // Func<bool> methodCall = () => output.SendToFile(); 将 lambda 表达式分配给 Func<T, TResult> 委托
      if (methodCall())
         Console.WriteLine("Success!"); 
      else
         Console.WriteLine("File write operation failed.");
   }
}

public class OutputTarget
{
   public bool SendToFile()
   {
      try
      {
         string fn = Path.GetTempFileName();
         StreamWriter sw = new StreamWriter(fn);
         sw.WriteLine("Hello, World!");
         sw.Close();
         return true;
      }  
      catch
      {
         return false;
      }
   }
}
View Code

 

 

通过定义可以看到Func的定义不仅可以看到In关键词的身影,还有一个Out关键词,MSDN的解释如下(Out作为方法的输出参数也是经常用到的):

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" 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关于派生程度更大或更高的类型等相关的概念理解我依然推荐深入理解 C# 协变和逆变

 

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