C# : String
Top 37 C# Example Pages...

["swt.srrfr.te. /B*aBCBST~~}T~~YF9494FXCCCB`CP694F.CP7799F*BB/CcBBP6FXB.BBCCCP696FaPF6F8F]BBCZXS}T~~}T~~","Join."," The string.Join method combines many strings into one. It receives two arguments: an array (or IEnumerable) and a separator string. ","IEnumerable ","ienumerable","When we call Join,"," it places the separator between every element of the collection in the returned string. The separator is not added to the start or end of the result.","First example."," We combine string elements from an array into a new, single string with dividing characters. This example will produce the output with separating commas. ","Arrays ","array","Note: ","Join is a static method. We need no string instance to call it. We just use the string class.","Static ","static","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","6227126509","data-ad-format","auto","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 joins strings","\n\nusing System;\n\nclass Program\n{\n static void Main()\n {\n string[] arr = { \"one\", \"two\", \"three\" };","\n\n // \"string\" can be lowercase.\n ","Console.WriteLine(","string.Join","(","\",\"",", arr));","\n\n // ... \"String\" can be uppercase.\n ","Console.WriteLine(","String.Join","(","\",\"",", arr));\n }\n}\n\n","Output","\n\none,two,three\none,two,three","Notes, above program."," The first line in Main declares a new string array with 3 elements. The second two lines display the result of String.Join to the screen. ","Tip: ","You can use uppercase or lowercase String. You do not need to specify a string instance.","Parameters: ","You can specify four arguments on string.Join. The last two are the startIndex and the count.","Note: ","This overload is rarely useful in my experience, but could simplify some code.","Overload ","overload","HTML."," We use string.Join to generate HTML. Often with HTML you need a separating tag or element. Join helps because it doesn't insert the separating tag at the end. ","Next: ","The strings are concatenated with Join into four lines of markup in HTML, separated by the BR tag.","C# program that joins HTML strings","\n\nusing System;\n\nclass Program\n{\n static void Main()\n {","\n // Problem: combine these words into lines in HTML\n ","string[] dinosaurs = new string[] { \"Aeolosaurus\",\n \"Deinonychus\", \"Jaxartosaurus\", \"Segnosaurus\" };","\n\n // Solution: join with break tag.\n ","string html = ","string.Join","(","\"<br/>\\r\\n\"",", dinosaurs);\n Console.WriteLine(html);\n }\n}\n\n","Output","\n\nAeolosaurus<br/>\nDeinonychus<br/>\nJaxartosaurus<br/>\nSegnosaurus","StringBuilder."," We can replace confusing code that appends strings in loops with much simpler string.Join code. The string.Join method is often much faster in addition to being simpler. ","Here: ","CombineA combines strings with Join. CombineB combines strings with StringBuilder and its Append method.","C# program that combines strings with Join","\n\nusing System;\nusing System.Text;\n\nclass Program\n{\n static void Main()\n {\n string[] catSpecies = { \"Aegean\", \"Birman\", \"Main Coon\", \"Nebulung\" };\n Console.WriteLine(","CombineA","(catSpecies));\n Console.WriteLine(","CombineB","(catSpecies));\n }","\n\n /// <summary>\n /// Combine strings with commas.\n /// </summary>\n ","static string ","CombineA","(string[] arr)\n {\n return string.Join(\",\", arr);\n }","\n\n /// <summary>\n /// Combine strings with commas.\n /// </summary>\n ","static string ","CombineB","(string[] arr)\n {\n StringBuilder builder = new StringBuilder();\n foreach (string s in arr)\n {\n builder.Append(s).Append(\",\");\n }\n return builder.ToString().TrimEnd(new char[] { ',' });\n }\n}\n\n","Output","\n\nAegean,Birman,Main Coon,Nebulung\nAegean,Birman,Main Coon,Nebulung","Notes, above program."," The methods concatenate each string into a single string with separators. CombineB uses ToString and TrimEnd to convert the StringBuilder into the result. ","ToString: StringBuilder ","stringbuilder-tostring","TrimEnd, TrimStart ","trimend","StringBuilder comparison."," String.Join is different from appending many strings together in a loop, such as with StringBuilder. It does not insert the delimiter at the end. ","Instead: ","Join() only inserts the delimiter in between the strings. This is usually (but not always) desirable.","Exceptions."," String.Join can throw three different exceptions. The first two exceptions (ArgumentNullException, ArgumentOutOfRangeException) are often possible. ","ArgumentException ","argumentexception","OutOfMemoryException ","outofmemoryexception","C# program that throws exception on Join","\n\nusing System;\n\nclass Program\n{\n static void Main()\n {\n try\n {\n string bug = string.Join(null, null);"," // Null arguments are bad\n ","}\n catch (Exception ex)\n {\n Console.WriteLine(ex);\n }\n }\n}\n\n","Output","\n\nSystem.ArgumentNullException: Value cannot be null.\nParameter name: value","Notes, exceptions."," This code shows what happens when you call string.Join with null parameters. It will throw an ArgumentNullException. Often this must be handled. ","Exception ","exception","List."," It is possible to join a List generic. This example includes the System.Collections.Generic namespace. Here a List is instantiated with three string literals in it. ","List ","list","String Literal ","string-literal","Next: ","We call the string.Join<string> method. The first argument indicates the separator. The second is a reference to the List.","Returns: ","The method returns a joined string containing the separator. It works the same way as the array version.","Tip: ","This method eliminates copies. It is preferable to use this version on your List if you do not have an array of your strings handy.","C# program that joins List of strings","\n\nusing System;\nusing System.Collections.Generic;\n\nclass Program\n{\n static void Main()\n {","\n // Create a List of three strings.\n ","var list = new List<string>() { \"cat\", \"dog\", \"rat\" };","\n // Join the strings from the List.\n ","string joined = ","string.Join<string>","(\"*\", list);","\n // Display.\n ","Console.WriteLine(joined);\n }\n}\n\n","Output","\n\ncat*dog*rat","Benchmark."," We test the general performance of string.Join. Join does not appear to cause a severe slowdown. We see that string.Join performs well\u2014often better than loops. ","Data used in benchmark: C#","\n\nstring[] arr = { \"one\", \"two\", \"three\", \"four\", \"five\" };\n\n","Methods that were benchmarked, 1000000 iterations: C#","\n\nstatic string CombineA(string[] arr)\n{\n return string.Join(\",\", arr);\n}\n\nstatic string CombineB(string[] arr)\n{\n var builder = new System.Text.StringBuilder();\n foreach (string s in arr)\n {\n builder.Append(s).Append(\",\");\n }\n return builder.ToString();"," // Has ending comma [difference]\n","}\n\n","Results","\n\nstring.Join: ","157 ms"," [faster]\nStringBuilder Append method: ","270 ms","\n\n","Required Join method results","\n\nInput: one\n two\n three\nOutput: one*two*three","Notes, above methods."," The methods return different strings. CombineA does not have a comma at the end of its result, while CombineB does. ","StringBuilder ","stringbuilder","Foreach ","foreach","Thus: ","We find that using the TrimEnd method to remove the comma makes CombineB slower.","A summary."," Join is an important operation on the string type. It simplifies certain common operations on string arrays. It is helpful when StringBuilder is not needed.","We created"," comma-separated values and generated HTML source. And we found string.Join has excellent performance for common usages. ","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","3679700504","data-ad-format","link","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/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAAxCAMAAABqK1L5AAAAMFBMVEX///+zzvd8rvO/1fj1+P4xiu5tpfFbnfDg6/xIk++ZvvWLtvSmxvbV5Pvr8v3K3PnaFXRJAAAA1ElEQVR4Xu3W7QbEMBBG4Xcm3/3a+7/bVZRlqEI5Vs7vhIcwE+3lQbrP4/kHN2LNfbW06zcAMDTWlFnA2LDMAsbGBwaMJTqwJDqw7HRgpQNLogOdDiwHHZjowEXqflXj7r56H2hmW43AevttMIVeA+qsRyILqE4HKrxyhwG3sO1gQPt34AQ6HJgHfMxsBQ081uBrGKC7txJbAcDbjA7scOAQHGhw4DjgQBMbWMUGtswG1iw0cMsiA5dDwgLbkrJEA/rZYpb2gGMAdRMZOIETOIETOIFfGWpGTAdlDEMAAAAASUVORK5CYII=)","url(data:image/jpeg;base64,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)"]

["url(data:image/png;base64,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)","url(data:image/png;base64,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)","url(data:image/png;base64,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)","B","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/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/jpeg;base64,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)"]