$\let\divisionsymbol\div \let\oldRe\Re \let\oldIm\Im$

Bracket

parenthese

$( x )$

( x )
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Parentheses, represented by "(" and ")", are used as they are and do not require any special notation or commands.

bracket

$[ x ]$

[ x ]
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Brackets, represented by "[" and "]", are used as they are and do not require any special notation or commands.

bracket 2

$\lbrack x \rbrack$

\lbrack x \rbrack
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The term "brack" is used as a shorthand for brackets "[" and "]".

square bracket

$\lceil x \rfloor$

\lceil x \rfloor
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By combining the ceiling function and the floor function, you can create a notation that represents Japanese brackets.

square bracket 2

$\lfloor x \rceil$

\lfloor x \rceil
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brace

$\{ x \}$

\{ x \}
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Braces have special meaning, so if you want to display them as symbols, you need to use a backslash ("\") before them.

brace 2

$\lbrace x \rbrace$

\lbrace x \rbrace
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You can also use the term "\brace" for braces.

angle bracket

$\langle x \rangle$

\langle x \rangle
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By using the "\angle", you can create angle brackets.

big bracket

$\left[ \frac{ 1 }{ 2 } \right]$

\left[ \frac{ 1 }{ 2 } \right]
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When you want to enclose a large expression within parentheses, you can use the "\left" and "\right" before the parentheses.

over brace

$\overbrace{ x + y + z }$

\overbrace{ x + y + z }
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By using the "\overbrace", you can add a brace above an expression.

over brace and letter

$\overbrace{ a_1 + \cdots + a_n }^{ n }$

\overbrace{ a_1 + \cdots + a_n }^{ n }
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By combining the "\overbrace" with the "^" symbol, you can add text above the brace.

under brace

$\underbrace{ x + y + z }$

\underbrace{ x + y + z }
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By using the "\underbrace", you can add a brace below an expression.。

under brace and letter

$\underbrace{ a_1 + \cdots + a_n }_{ n }$

\underbrace{ a_1 + \cdots + a_n }_{ n }
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By combining the "\underbrace" with the "_" symbol, you can add text below the brace.