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Brackets / Delimiters

Concept

Delimiter Size Modifiers

Size Modifier	`(`	`)`	`[`	`]`	`{`	`}`	`<`	`>`
	$($	$)$	$[$	$]$	$\{$	$\}$	$<$	$>$
`\big`	$\big ($	$\big )$	$\big [$	$\big ]$	$\big \{$	$\big \}$	$\big <$	$\big >$
`\bigl`	$\bigl ($	$\bigl )$	$\bigl [$	$\bigl ]$	$\bigl \{$	$\bigl \}$	$\bigl <$	$\bigl >$
`\bigm`	$\bigm ($	$\bigm )$	$\bigm [$	$\bigm ]$	$\bigm \{$	$\bigm \}$	$\bigm <$	$\bigm >$
`\bigr`	$\bigr ($	$\bigr )$	$\bigr [$	$\bigr ]$	$\bigr \{$	$\bigr \}$	$\bigr <$	$\bigr >$
`\Big`	$\Big ($	$\Big )$	$\Big [$	$\Big ]$	$\Big \{$	$\Big \}$	$\Big <$	$\Big >$
`\Bigl`	$\Bigl ($	$\Bigl )$	$\Bigl [$	$\Bigl ]$	$\Bigl \{$	$\Bigl \}$	$\Bigl <$	$\Bigl >$
`\Bigm`	$\Bigm ($	$\Bigm )$	$\Bigm [$	$\Bigm ]$	$\Bigm \{$	$\Bigm \}$	$\Bigm <$	$\Bigm >$
`\Bigr`	$\Bigr ($	$\Bigr )$	$\Bigr [$	$\Bigr ]$	$\Bigr \{$	$\Bigr \}$	$\Bigr <$	$\Bigr >$
`\bigg`	$\bigg ($	$\bigg )$	$\bigg [$	$\bigg ]$	$\bigg \{$	$\bigg \}$	$\bigg <$	$\bigg >$
`\biggl`	$\biggl ($	$\biggl )$	$\biggl [$	$\biggl ]$	$\biggl \{$	$\biggl \}$	$\biggl <$	$\biggl >$
`\biggm`	$\biggm ($	$\biggm )$	$\biggm [$	$\biggm ]$	$\biggm \{$	$\biggm \}$	$\biggm <$	$\biggm >$
`\biggr`	$\biggr ($	$\biggr )$	$\biggr [$	$\biggr ]$	$\biggr \{$	$\biggr \}$	$\biggr <$	$\biggr >$
`\Bigg`	$\Bigg ($	$\Bigg )$	$\Bigg [$	$\Bigg ]$	$\Bigg \{$	$\Bigg \}$	$\Bigg <$	$\Bigg >$
`\Biggl`	$\Biggl ($	$\Biggl )$	$\Biggl [$	$\Biggl ]$	$\Biggl \{$	$\Biggl \}$	$\Biggl <$	$\Biggl >$
`\Biggm`	$\Biggm ($	$\Biggm )$	$\Biggm [$	$\Biggm ]$	$\Biggm \{$	$\Biggm \}$	$\Biggm <$	$\Biggm >$
`\Biggr`	$\Biggr ($	$\Biggr )$	$\Biggr [$	$\Biggr ]$	$\Biggr \{$	$\Biggr \}$	$\Biggr <$	$\Biggr >$

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Updated 2020-02-18

Contributors are:

Lucas Faudman

Who are from:

University of Michigan - Ann Arbor

University of Michigan - Ann Arbor

Tags

Data Science

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Delimiter Size Modifiers