C# : .NET
Top 36 C# Example Pages...

[["ZaXCCSTUUUUTTUUUUYF75466F0CCP75754754647474764646FXCC+C+CCZCCP756567R66676667766464666FlCaCP67FbCBCBCBCBXVCaB]CB.BCCcIBIBXSTTUUUUTTUUUU",".twedrlr..flee....et...","Interface."," A program has classes, methods and properties. What if these members could be used in a unified way? What if we could share this code?","With interfaces,"," this is possible. Interfaces make programs more compact and easier to maintain. This extra complexity leads to greater simplicity.","This program"," defines an interface named IPerl, which requires a Read method. It defines a class named Test. The Test class implements IPerl\u2014it must implement the Read method. ","Main: ","In the Main method, we create a Test instance and store it in an IPerl reference. We invoke the Read method from the interface.","Tip: ","When a class implements an interface, it can be used through a reference to that interface.","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","6227126509","data-ad-format","auto","br","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","6227126509","data-ad-format","auto","Based on:"," .NET 4.6\n\n","C# program that uses interface","\n\nusing System;\n\n","interface"," IPerl\n{\n void Read();\n}\n\nclass Test : ","IPerl","\n{\n public void Read()\n {\n Console.WriteLine(","\"Read\"",");\n }\n}\n\nclass Program\n{\n static void Main()\n {\n IPerl perl = new Test();"," // Create instance.\n ","perl.Read();"," // Call method on interface.\n ","}\n}\n\n","Output","\n\nRead","Collections."," This program defines an interface and two classes that implement it. In Main, we create a Dictionary. We fill it with values based on the IValue interface. ","Then: ","We use string keys to look up values in the collection. The execution engine invokes the type-based implementation.","Important: ","No if-statements or switch-statements are required to select the best method implementation.","C# program that uses interface implementations","\n\nusing System;\nusing System.Collections.Generic;\n\n","interface"," ","IValue","\n{\n void Render();\n}\n\n","class"," Content : ","IValue","\n{\n public void Render()\n {\n Console.WriteLine(","\"Render content\"",");\n }\n}\n\n","class"," Image : ","IValue","\n{\n public void Render()\n {\n Console.WriteLine(","\"Render image\"",");\n }\n}\n\nclass Program\n{\n static void Main()\n {","\n // Add three objects that implement the interface.\n ","var dictionary = new Dictionary<string, IValue>();\n dictionary.Add(","\"cat1.png\"",", ","new"," Image());\n dictionary.Add(","\"image1.png\"",", ","new"," Image());\n dictionary.Add(","\"home.html\"",", ","new"," Content());","\n\n // Look up interface objects and call implementations.\n ","IValue value;\n if (dictionary.TryGetValue(","\"cat1.png\"",", out value))\n {\n value.Render();"," // Image.Render\n ","}\n if (dictionary.TryGetValue(","\"home.html\"",", out value))\n {\n value.Render();"," // Content.Render\n ","}\n }\n}\n\n","Output","\n\nRender image\nRender content","Names."," Interface types are usually named with a first letter I. There is no language-based constraint on this. Instead, this is a convention. ","And: ","As usual with a convention, some experts love it and others do not. We usually follow project guidelines.","Tip: ","The book .NET Framework Design Guidelines has many detailed recommendations about naming conventions. Framework design guidelines.","Correctness."," In Code Complete, we learn how a program's execution can be modeled on data in memory. Some techniques use type codes or enums. Object-orientation uses the type of the object. ","And: ","This helps the compiler check correctness. Interfaces encode behavior in data while retaining the compiler's useful checks.","Complexity."," Much of the complexity in software is due to non-essential difficulties such as the bugs left behind by other programmers. But a program sometimes has essential complexity. ","Essential complexity: ","Complexity in software that occurs because of the original problem's complexity.","Accidental complexity: ","This is complexity in software that occurs because of poor design choices.","Property."," The syntax for a property type on an interface declaration is different. The interface declarations do not include modifiers such as \"public.\" ","But: ","The classes that implement the properties must include those modifiers. This makes the interfaces easier to read.","Tip: ","Recall that interface accesses may perform a virtual method dispatch. This means the method calls are somewhat more expensive.","C# program that uses properties, interface","\n\nusing System;\n\n","interface"," IValue\n{\n int ","Count"," { get; set; }"," // Property interface.\n ","string ","Name"," { get; set; }"," // Property interface.\n","}\n\n","class"," Image : ","IValue"," // Implements interface.\n","{\n public int Count"," // Property implementation.\n ","{\n get;\n set;\n }\n\n string _name;\n\n public string Name"," // Property implementation.\n ","{\n get { return this._name; }\n set { this._name = value; }\n }\n}\n\n","class"," Article : IValue"," // Implements interface.\n","{\n public int Count"," // Property implementation.\n ","{\n get;\n set;\n }\n\n string _name;\n\n public string Name"," // Property implementation.\n ","{\n get { return this._name; }\n set { this._name = value.ToUpper(); }\n }\n}\n\nclass Program\n{\n static void Main()\n {\n IValue value1 = ","new"," Image();\n IValue value2 = ","new"," Article();\n\n value1.Count++;"," // Access int property on interface.\n ","value2.Count++;"," // Increment.\n\n ","value1.Name = ","\"Mona Lisa\"",";"," // Use setter on interface.\n ","value2.Name = ","\"Resignation\"",";"," // Set.\n\n ","Console.WriteLine(value1.Name);"," // Use getter on interface.\n ","Console.WriteLine(value2.Name);"," // Get.\n ","}\n}\n\n","Output","\n\nMona Lisa\nRESIGNATION","Implement interface."," Visual Studio will help us implement an interface on a class. Hover over the interface name after specifying it. ","Then: ","From the drop-down menu, select \"Implement interface.\" Then remove the NotImplementedExceptions and write the C# method bodies.","IEnumerable."," This built-in interface is especially important. We can treat all arrays and Lists (and other collections) as IEnumerable types\u2014the .NET Framework is designed this way. ","So: ","We can use one method here (Display) to handle arguments of both array and List types. The element type (int) is fixed.","C# program that uses IEnumerable","\n\nusing System;\nusing System.Collections.Generic;\n\nclass Program\n{\n static void Main()\n {\n int[] values = { 1, 2, 3 };\n List<int> values2 = new List<int>() { 1, 2, 3 };","\n\n // Pass to a method that receives IEnumerable.\n ","Display(values);\n Display(values2);\n }\n\n static void Display(","IEnumerable","<int> values)\n {\n foreach (int value in values)\n {\n Console.WriteLine(value);\n }\n }\n}\n\n","Output","\n\n1\n2\n3\n1\n2\n3","Built-in."," In our programs, most of the interfaces used will be built into the .NET Framework itself. The Framework is implemented with extensive interface use. ","IEnumerable: ","The IEnumerable interface allows foreach-loops on collections. It is often used in LINQ.","IEnumerable ","ienumerable","IList: ","The IList interface is a generic interface that is implemented by arrays and the List type.","IList ","ilist","IDictionary: ","The IDictionary interface describes a lookup or dictionary collection. It has lookup methods, including TryGetValue.","IDictionary ","idictionary","IComparable: ","The IComparable interface describes how a type is sorted against other instances of the same type.","IComparable ","icomparable","Base set."," We use the mathematical concept of transitive closure. This tells us what set of interfaces form the base interfaces. This helps us figure out type hierarchies.","Base set, notes."," A base set is \"the explicit base interfaces and their base interfaces.\" An interface has the base interface of its immediate ancestor\u2014and all further ancestors (13.1.3). ","So: ","Interfaces in the C# language can be described, mathematically, with the concept of transitive closure.","Performance."," In many benchmarks, a simple switch statement performs slightly better than a virtual method. But with later changes, the switch statement may grow in size and reduce speed. ","Switch ","switch","Performance, notes."," Avoiding interfaces may increase complexity over a project's life cycle. It may require more debugging code. This will reduce performance. ","Tip: ","The effects of these changes are sometimes unexpected. Many considerations factor into performance.","Sealed ","sealed","Performance, question."," Suppose you have the option to use interfaces or virtual methods. Which version is faster? I benchmark interfaces against virtual methods. ","Interface Performance ","interface-virtual-performance","Effect size: ","The performance loss with the interface method is tiny. The big picture is more important.","Fields: ","Abstract classes, unlike interfaces, can have fields. So if fields are useful, an abstract class may be a better choice.","Research."," The more you read, the more you know. This is true unless you read the same book over and over again. If you do that, I probably cannot help you. ","An interface defines a contract.","The C# Programming Language: google.com ","https://books.google.com/books?id=s-IH_x6ytuQC","Prefix interface names with the letter I, to indicate that the type is an interface.","Framework Design Guidelines: google.com ","https://books.google.com/books?id=39d1wZ598ecC","A tiny review."," An interface is less concrete, more abstract. During execution, the runtime selects an implementation. With a language feature, the type system, we encode behavior as data. ","br","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","3679700504","data-ad-format","link","br","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","6227126509","data-ad-format","auto"],"url(data:image/png;base64,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)","url(data:image/jpeg;base64,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)","url(data:image/png;base64,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)"]

["url(data:image/jpeg;base64,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)","C","url(data:image/png;base64,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)","url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIwAAAB4BAMAAADS7QcCAAAAGFBMVEX////0ctuZsLL4pOe8y8z4oej4qunCz9FAYxXHAAAAf0lEQVR42u3XwQ1AQBQG4YcGvAgFbCSudCCiAQcFuGhB+xJHm/+wsnGaKeC7j7mstldlkJnvoi1m+lUUrDFRFTOziRYYGBgYGBgYGBgYGBiYj4yfoiNmhksUcr0mEdFT4bIkpjtFacxoogkGBgYGBgYGBgYGBgbmB6bdRZ7pNW8Oq3ex+r2t+QAAAABJRU5ErkJggg==)","url(data:image/png;base64,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)","url(data:image/png;base64,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)","url(data:image/jpeg;base64,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)","url(data:image/jpeg;base64,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)","url(data:image/png;base64,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)","url(data:image/jpeg;base64,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)","url(data:image/jpeg;base64,/9j/2wCEAAgGBgYGBggGBggMCAcIDA4KCAgKDhANDQ4NDRARDA4NDQ4MEQ8SExQTEg8YGBoaGBgjIiIiIycnJycnJycnJycBCQgICQoJCwkJCw4LDQsOEQ4ODg4REw0NDg0NExgRDw8PDxEYFhcUFBQXFhoaGBgaGiEhICEhJycnJycnJycnJ//BABEIAHoA+gMAIgABEQECEQH/xABkAAABBQEBAAAAAAAAAAAAAAAAAQIDBAUGBxAAAQMCAgQFDwkHBAMBAAAAAAECAwQRBRIGEyExFCIyQVEHFSUzNFJTYXFykaGxs8EjJEJic5Ky0eEWNUNUgYLCRGO08DZ0g6L/2gAMAwAAAQACAAA/APfwAQAFPPOrLLJDog18b3MdwuLkqveSHoR511af/Dm/+5F+CUa7khznjkuIV1NQU1Zrpdbq43N4y8pdx0GieDPx/wCUxPE5qHXOdqImdukc3tjssi2yt9pdwvqc4xjtDTtzpQULWxaupmT5RzNm2OPeq23KtkPRKPRDA8PlpckKyVVMzNDUSvXNxUy5st7bedbc5UJXOanoPGse0d0gwbSKooYuF1tLlbJS1cLJHNkjc36uzM3c5Dt3UjtHcDw6LEKuR1bqGayBqK7Jm77bfZz7DvXYpBC90edIsltYyNFMXEqbDMQn4bNErfoa+J7sq/2jn8ZuXYMZyv0OUlmqMqOjkc5rk4rsyqip03Om6nc88uLVbZc3c/0lXfnb0nO12GJhE68GkXgkqZtXbiI6/N3q+TedH1PJM+KVf2H+bSKFFSS1ucsPsrFVOg9GFGgX7lS44BooXC4oGdjOO4Po9QvxHGqyOipWfxJXf/ljeU53iaiqUKHGn6V6MVGI4IyoopKqGdmHvq4tU/NxmQzta5eQ7Y9viALmvHiNBNWS4fFVRSVsDUkmpWvbrWMcuVrns5VlPJdJdN8PxjAtKNE9L5eseO0dRqKCGl1r5Js3HopYGx8eRH7M6JzLtNfqJxYL+y+up6VsWkEU0tNpBLJxqp1S2RzvlpHcfyc2/nuXNMNGq6q0h0f060TiiqsRopmU9bHnbkqKCVVa92e+XNFmVWr7bWUAudTHS2bSrRxnXJroccwx3A8Xp5UVkmtYnFkcx2W2sbt3cq6cx2hh0miuF0Wk1dpVS6yOuxGCOnq4muRIX6tbpK5iJtktZLqu5PGt9wUUAAAAAAAAAAAAAAAAAAAAAAAAQAG3EVRFAw9JcEp8fpqSlrO5oaqOplj7/Vo+zPTa5sOK1U/5P+pE5dig26qVJ21L5o5IKlYY40XWQatjmv8A7nJdtvEeaVb8T/btnDqqTgtX9JrlY1sbVzRRpl3Ii7VTn5z0nWplXyKc3ilLQy4hSSVPbLqyn2rfdxtxEpMxPZ0GrVYfDweWTKmfvrJt/Q880hqKvC8Rw2GmncyCaWPWU7eTlY9OOvj5vId7imNw4c9mHzxOfK9GZMn8TNZvE8i7zj6+kbVY2+TY/Urq/EmVeYFSwrW/mX9MX0kzIJ6GobJmcuugZzbOLJ8B/U4cvXSr2f6f/NpiV6prXNub+gSp1yqfsP8ANoxrvlP6kqx2hVPEejZgzEOYw9KdKabRLD48UrqWoqKLXMiqZqdqP4Ox69vl2o7In1UUslPKb81RDTQSVNTI2GCFqySyyKjWsY1MznOdutZNpzmk+lFXh+iMmlOjUEWLRxsjqsuZePS3RZZI+lWsuv8A2y8VjWmWNYJprVPrZExTQqsw+Cr1MLM2ro5fkZaqLV9tSN/bN65HIvMavUnqoYcNxXQ7WtqmYFVOZSSZkk1uH1iLU0snjRzXr4rC7to2xvVWA6HdUXDqLG6ykZXRVNG9lHO++aOOpRM2XvZG5di2u1b2MjqY4rW0PD+p7jsivxXR12Wlmd/qKB3c8rfNbxfFs5ybQTR7GNEcUxvA8iO0WdKlZgk2dM0WuvrqXJe+Vi7tnj2q5bdimH0HD+uvBouuGq4PwzI3W6rNn1eflZczr2FuLexyWN9SvA8YxqbG4a2vwuWtRG4rDh1QsEVW1vhtnPz23+XadhhmG0ODUFPheGQtp6KlYkcELb2a3/u9ecsijkFQUAAUUAAAAAAAAAAAAAAAAAAAAAAAAQY4eRuGOGqROKOIOXUp5yfEuvM7EmyPgRsaK7jJ6NpG7nJI03FNz0scxj087JmcZHZk1cbbcn6T335sqek6GaGo4uSNfQZVdS1syp83fyXpydqKqWQicWmIcXNjuJVdTDWXXXRNWJjr2unfKm5F6bGhgr5Khflb6zNme7nW995D1kxZ0it4DNk5nKxdu2xu4XhdbTxr83ka6/0mqgtlUkcjbc3QYeJIraqdv1lNnQFH9c6rN4HZ99pVxTB8Umq36mlkyd/lVeY09D6Cvo66eSqgkjY6LLme1W3XMgjW2f8A1FfZY9/MYHVGr3N0ro8P0pTEP2Mko3PbDhiP+c1eZWuhqnQqj1bk+iipzHXaM6Y6OaYsrcDhpKimkpYkZU4ZicOrkdA9MmbJmkzM5tq327d50E8tS2mm4GjHVWR2obLfVrJbi51bty332OX0a0XxOlxqp0t0nrIqzH6qBtI1lIxY6anp7pIsUWbjP4/0nbSwUcinLxaE6UYDpbg1Jg8TK7Rmhmllp6ipkTNTUVU1Y6zD5eU6VnJdFsXanlO30a0HwHROsra3CUm1tbxcskrnsihvmZBEzdkau7nN7OLdRBdWWMxK0rNJmgMchOPI2j0HNGIOAAHjgAAAAAAAAAAAAAAAAAAAAAAABCNxIu4jcMcNUgeQPLDyB4wkYQOGDpnsjYskio1jdubxFXhtJ4ZoFlrXKl7KvkQsAV+G0vhmhwyl8M0UXI/vXegsCkHDKTwzSaJ8czEkicj2XVM3Ndqq32gRuRzUu5qonSqDhRUHZQsMzoNHtFyj8oArhWkzRjWiySxU8azTuRkbVTjc13KjfaoEa3Vbb1XYiITtHlLrph/8wz0juumH/wAyz0jgSKTvHehS4BT66Yf/ADLPSJ10w/8AmWekcLq5O8d6C6BDDPFURpNC9Hxuvxk3KrVVq+tCQLka3RVullTeijhRtxRRbigAAKAEc88NNEs070ZHdEzc13KjU9alfrrh38yz0iXQcjHqmxqqniQuAU+uuHfzLPSK3E6By8WoZ6QugauTvHehS0KVeH0fh2+ksMe2RjZGLdrkRzbc6LtRRbiZXdCiruGOHkbhjhikLyB5O9Su8aSMKWIdyTeaYjnG1iLvmU7vqqc8+fbyfWIalG27P7vghLmUXMVuEfV9YcI+r6wLerLjXGxhifMY/Pl94859lRt5Pr/Q6DCX5sOhdb6c/vnit2uQz8SuynzLs47fYpdyjsombxD0JFaYqTJ0i5R+UB6DFQkSS4uUp4wnY6TzoveMLxQx1+rwuV1vpw+9YJYmp9s0Xnt9pgueM1ilaSq28j1/oM4X9T1/oIbiROLusUex5n8L+p6/0JI6rbyPX+gAsTjqsJXsdF50vvXl4zMHl7GQut9Kb3zy9nJUTYnkOeqXolRK1d6Pd7ScdcizD8wCNcg8UYGYLj8yFHHP3bJ9pD75hzrnm7j8uTCpXW/iQe+jOWkqtvI9f6DHGpQtV0OxL8d3saWtYpJBIudfIZ3C/qev9CamquOvE5unxp4hpadE7KazXHQUnckH2bPwnLMqNvJ9Z1FEuaip/smfhQezeZ1U1bJs5yVSJykjiJwjikRPUgepK8gcNJmFLE+4Z/MU5p+86TEu4ajzFObeBrUPI/u+CDAAALpJHvOjwf8AdUH2lR7+Q5yBsksqQwM1kuVX5Lo3itVONdy9LkT/ALs6HC7twuBrkyu1lTmbsuipUSXTnQWJzVlyI5FciXVt+Mnj/qZGOutRKt0vrGbOf6RoISFfMPzllWnKMl2llB+YrZx+cjchcidcs5jOx9exU3nw++YWtYZ+Nu7FzedD71hGX6TuiH7Rpy8m8jJJN5GNOmbuAki3oRktPHNPIsVNGssjURz23RqNbt53LbjLdE6fIi2RzmtRXOVGom1VVbInlVRHWRFVVRETnXYh02D/ALrp/On9/IX8xl4W/sZT7F5U/FtZUVJ5LoqdKKXWyFpjeInkOJxCW1dUJ0SO9pba4kzFRrx+sG5RGTFjOMWQgdKQumEyj9cRY8/sTN9pT+/jOWk3nQYtJnwyfz4PfsOek3kT04x0WD9y3/3Hexowmpe2L5PiQk1N2xfJ8UENJ/JUvx7zraDuGl+yj/ChycDJZXqyBmscxEc/amxNtuUqb8q2Orw9UdQUtvAx/hQcxUzKiKiqlrpfal9105rmTW8lPL8CdxE8mUicgOM4rvIHFh6EDhCZqlDEu4ajzFObfvOkxNPmNR5inNyCKatD2v8AuX2IMAAAvD4lkZIksEiwzWVutajb5diq2z2uaqLs3ob2Hu7FU21e2VK7VuqrwiTaqqYUW82KR3Yqk8+p/wCRISU7UWZFsl1RUVbbVROZV8RhaSOy4a93RJHt9Jc1g/WFLWDtYX1YcPHPtL2sHawpJIPzkD2mrTy3sXNYUsWf2Om86L3rB+crYg75hN5YvesIHt4prUbvnEKfXaYkhGPeMIjqU3ASwPmik1lPK6GS2XO1G8m98vyjXt9XxIiSLegioioqORFRd6Kl0XyoojrWVFRFToXahuULsuG0yeOfnVVVVnkvdd6qWWyFCnd2PpPLP7+Qla80YWXiaviPNsXmtilW3olcX2yDlkKbXiq8MhHHOTOlIHykb3kD3iZCdJha1/Y+o8+D3zDIfvNGd3zCo86D3zDOfvKk3bDscC7hav8AuP8AgMJqbti+T4oQk1N2xfJ8SM1X8lS/C6SN+eGR0TnImfLbjNTdyk8exd6HW4eiJQUtkt8jGiJ/ahyUe9DraDuGl+yj/Cg5iJdVsl13rzrbdcya3kp5SdSNxKu4Y4VxnKV3ELmllxE5EGj2qZmKdwVHmKc49h1OINa6ina5qbWLvS6GNwen8Ez7qfkBp0UiNjXfyl9iGZqlDVL0GqlNT+BZ91PyHJTU3gWfdT8hC1wjymYyPaaMH7rpPPqv+RIPSlpvAx/dT8h+rYzD6VrGo1qPqeZETt7yel7c3+ph6SyI/C5N99ZGvrUr5lFzBlb4gsnQaS2PP2ZiRriTMRtROgksnQQPRDXpnLsFIaxfmM/li96wmsg2VjH0szXNR11ivdLp21hXkTiONmgevC4L+EaY72DNUvQaqU1P4Fn3U/IVKam8Cz7qfkVbHWcIROkytUvQSRxrc0+C03gWfdT8heC0vgI/uNFsItQnQpDH3BSf/f38g5pK6ONlLStY1GtTXcyIm2Z6jWonQhpwL8izyHmmMp2Vq/tVHNHKLZOgdbZuFVSONFIH3K7y09E6CFyJ0IIhNtIZO4KnzoPfMKbmGnkY6jqGuam10G9Lp21onB6fwTPup+RRqO2+g7XAZcuHs89/wMvVKTU0a518nxQvpTU/gWfdT8iaGmp83ambu9T8iE031CZecgYw6qg7hpfso/woYnB4PBM+6hu0aI2kp0tZEjYiInmoPaZ9U/M3+p//2Q==)","url(data:image/jpeg;base64,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)","url(data:image/png;base64,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)","url(data:image/jpeg;base64,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)","url(data:image/png;base64,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)"]