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Reformat code, add rank_v and fix rankof |
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In [[computer programming]], '''rank''' with no further specifications is usually a synonym for (or refers to) "number of dimensions";<ref>{{Cite web |title=Vocabulary_with_defintions |url=https://files.schudio.com/federation-of-boldmere-schools/files/documents/Vocabulary_with_defintions.docx}}</ref> thus, a two-dimensional array has rank ''two'', a three-dimensional array has rank ''three'' and so on.
Strictly, no formal definition can be provided which applies to every [[programming language]], since each of them has its own concepts, [[Formal semantics of programming languages|semantics]] and terminology; the term may not even be applicable or, to the contrary, applied with a very specific meaning in the context of a given language.
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The box below instead shows how ''rank of a type'' and ''rank of an array expression'' could be defined (in a semi-formal style) for C++ and illustrates a simple way to calculate them at compile time.
<
#include <type_traits>
#include <cstddef>
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return rank_v<unqualified_t<T>>;
}
</syntaxhighlight>
Given the code above the rank of a type T can be calculated at compile time by
:<
or the shorter form
:<
Calculating the rank of an expression can be done using
:<
==See also==
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*[[Rank (J programming language)]], a concept of the same name in the [[J (programming language)|J programming language]]
== References ==
<references />{{DEFAULTSORT:Rank (Computer Programming)}}
[[Category:Arrays]]
[[Category:Programming language topics]]
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