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In many programming languages, the vertical bar is used to designate the logic operation or, either bitwise or or logical or. Specifically, in C and other languages following C syntax conventions, such as C++ , Perl , Java and C# , a | b denotes a bitwise or ; whereas a double vertical bar a || b denotes a ( short-circuited ) logical or .
The first version was released August 25, 1999. [3] Ploticus is a mature product with activity, where the last major release (2.42) occurred in May 2013. [4] Bruce Byfield in Linux.com described Ploticus as, "...a throwback to the days when Unix programs did one thing, and did it well, using a minimum of system resources."
Vertical bar | or vertical bars ‖ are typographical symbols. They may also refer to: Chōonpu, a character in vertical Japanese writing, ー; Dental click, ǀ; Lateral clicks, a character in African languages, ǁ; parallelism, ∥; parallel operator, also ∥; logical OR, || in several programming languages
The vertical bar (or colon) is a separator that can be read as "such that", "for which", or "with the property that". The formula Φ(x) is said to be the rule or the predicate. All values of x for which the predicate holds (is true) belong to the set being defined.
In version 13.0, Unicode was extended with another block containing many graphics characters, Symbols for Legacy Computing, which includes a few box-drawing characters and other symbols used by obsolete operating systems (mostly from the 1980s).
Mac users, however, can write the correct accented character by pressing ⇧ Shift + ⌥ Option + E or, in the usual Mac way, by pressing the correct key for the accent (in this case Alt + 9) and subsequently pressing the wanted letter (in this case ⇧ Shift + E). Linux users can also write it by pressing the è key with ⇪ Caps Lock enabled.
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The maps to symbol, ↦, is a rightward arrow protruding from a vertical bar. It is used in mathematics and in computer science to denote functions.In Z notation, a specification language used in software development, [1] this symbol is called the maplet arrow and the expression x ↦ y is called a maplet.