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O que (quem) é left bracket - definição
TALL PUNCTUATION MARK TYPICALLY USED IN MATCHED PAIRS WITHIN TEXT, TO SET APART OR INTERJECT OTHER TEXT; OPENING AND CLOSING, OR LEFT AND RIGHT SYMBOLS
(; ); Bracket (punctuation); Brace (punctuation); Curly brace; Curly braces; Square brackets; Square bracket; Braces (punctuation); Angle bracket; Brackets; Parentheses; Left angle bracket; Right angle bracket; Curly bracket; Round bracket; Parentheticals; 〈; 〉; 《; 》; ︿; ﹀; ︽; ︾; Curly brackets; Parenthesis; ﹙; ﹚; ﹛; ﹜; ﹝; ﹞; ［; ］; ｛; ｝; (); ﴾; ﴿; ﴾ ﴿; ﴾﴿; 〈 〉; 【; Paren; （; ）; Parenthese; Brace bracket; Parenthetical; 】; 〚; 〛; Hoinky; Hoinkies; Parantheses; Angle brackets; Parenthetical sentence; Parenthetical Sentence; ❨; ❩; ❪; ❫; ❬; ❭; ❯; ❰; ❱; ❲; ❳; ❴; ❵; ❮; ⁅; ⁆; Parenthases; Box bracket; Parens; Paranthesis; \langle; \rangle; Left bracket; Right bracket; Brackets (punctuation); （）; Squigly bracket; ⟨; ⟩; Squirrely Bracket; ⎠; U+0028; U+0029; Brakcets; Lenticular brackets; Curley brace; Double brackets; ⟦; ⟧; ⎶; ⎛; ⎜; ⎝; ⎞; ⎟; ⎡; ⎢; ⎣; ⎤; ⎥; ⎦; ⎧; ⎨; ⎩; ⎪; ⎫; ⎬; ⎭; ⎰; ⎱; ⎴; ⎵; ⎸; ⎹; ⏜; ⏝; ⏞; ⏟; ⏠; ⏡; ︵; ︶; ︷; ︸; ﹇; ﹈; Left parenthesis; Right parenthesis; Open parenthesis; Opening parenthesis; Closed parenthesis; Close parenthesis; Closing parenthesis; Left parentheses; Right parentheses; Open parentheses; Opening parentheses; Closed parentheses; Close parentheses; Closing parentheses; Bracket (typography); ⦃; ⦄; ⦅; ⦆; ⦋; ⦌; ⦍; ⦎; ⦏; ⦐; ⦑; ⦒; ⦓; ⦔; ⦕; ⦖; ⦗; ⦘; ⟪; ⟫; ⟬; ⟭; ⟮; ⟯; List of brackets; List of Unicode brackets; List of bracket types; List of types of brackets; Angular bracket; Angular brackets; Inequality sign brackets; Inequality sign bracket; Double bracket; Open square bracket; Close square bracket; ( ); Close bracket; Open bracket; Chevron (punctuation); Squiggly brackets; Squiggly bracket; Quine corners; Corner quote; Corner-quote; Corner quotes; Quine's corner quote; Quine's corner quotation mark; Quine corner; Quine's corner quotes; Quine's corner quotation marks; Curley braces; Curley brackets; Tortoise shell brackets; Parenthesis-point; Parenthesis-points; Broket; Brokets; Parenthesized; Opening square bracket; Closing square bracket; Opening curly bracket; Closing curly bracket; Left square bracket; Right square bracket; Left curly bracket; Right curly bracket; Right curly brace; Left curly brace; Opening curly brace; Closing curly brace; Left round bracket; Right round bracket; Opening round bracket; Closing round bracket; Closing bracket; Opening bracket; Angled bracket; Angle brackets (punctuation); Parenthesize; Parenthesise; Parenthesization; Parenthesisation; ASCII 40; ASCII 41; ASCII 91; ASCII 93; ASCII 123; ASCII 125; \x28; \x29; \x5B; \x5D; \x7B; \x7D; U+005B; U+005D; U+007B; U+007D; ((; ⟨ ⟩; ⸨; ⸩; 〔; 〕; 〖; 〗; ⟅; ⟆; ⧼; ⧽; Corner brackets; &rparen; &lparen; 方頭括號; すみ付き; ( ) [ ] [ ] { { } } Left brace; Right brace; Square bracket (punctuation); Half Bracket; Half Brackets
![Andika]] and [[Everson Mono]]](https://commons.wikimedia.org/wiki/Special:FilePath/Angle brackets and less+greater signs and half guillemets in different fonts.svg?width=200 "Andika]] and [[Everson Mono]]")
left bracket
<character> "[". ASCII character 91.
Common: left square bracket; ITU-T: opening bracket;
bracket. Rare: square; INTERCAL: U turn.
Paired with right bracket (" ]").
(1995-03-16)
Bracket (tournament)
![The [[double-elimination]] bracket from the 2004 national [[Science Bowl]] [Super Ball]](https://commons.wikimedia.org/wiki/Special:FilePath/NSB-doubleelim-draw-2004.png?width=200 "The [[double-elimination]] bracket from the 2004 national [[Science Bowl]] [Super Ball]")
![Australian Football League finals]] incorporating a bye for the highest two seeded, first round winners.](https://commons.wikimedia.org/wiki/Special:FilePath/AFL finals v2.png?width=200 "Australian Football League finals]] incorporating a bye for the highest two seeded, first round winners.")
![The [[Page playoff system]] used in various [[T20 cricket league]]s.](https://commons.wikimedia.org/wiki/Special:FilePath/PSL_Playoffs.svg?width=200 "The [[Page playoff system]] used in various [[T20 cricket league]]s.")
TREE DIAGRAM REPRESENTING ELIMINATION OF A KNOCKOUT TOURNAMENT
Tournament bracket; Bracket tournament; Competition bracket
A bracket or tournament bracket is a tree diagram that represents the series of games played during a knockout tournament. Different knockout tournament formats have different brackets; the simplest and most common is that of the single-elimination tournament.
Bracket polynomial
POLYNOMIAL INVARIANT OF FRAMED LINKS
Kauffman bracket; Kauffman bracket polynomial
In the mathematical field of knot theory, the bracket polynomial (also known as the Kauffman bracket) is a polynomial invariant of framed links. Although it is not an invariant of knots or links (as it is not invariant under type I Reidemeister moves), a suitably "normalized" version yields the famous knot invariant called the Jones polynomial.
Wikipédia
Bracket
A bracket, as used in British English, is either of two tall fore- or back-facing punctuation marks commonly used to isolate a segment of text or data from its surroundings. Typically deployed in symmetric pairs, an individual bracket may be identified as a 'left' or 'right' bracket or, alternatively, an "opening bracket" or "closing bracket", respectively, depending on the directionality of the context.
There are four primary types of brackets. In British usage they are known as round brackets (or simply "brackets"), square brackets, curly brackets, and angle brackets; in American usage they are respectively known as parentheses, brackets, braces, and chevrons. There are also various less common symbols considered brackets.
Various forms of brackets are used in mathematics, with specific mathematical meanings, often for denoting specific mathematical functions and subformulas.
