Template:Symbol/Set theory

⧼Purge⧽ Template:Symbol/Set theory

Set theory symbols produced by the {{symbol}} template.

Code {{sym|...}} (see 3 rd column)	{{sym|...|hex}}, &#x{{sym|...|hex}};	Styled HTML+CSS {{sym|...}} in {{math|...|&&}}, {{math|...|&}}	Code {{sym|...|tex}}	Result (TeX)	Rendered TeX {{sym|...|tex}} in {{math|...|$$}}, {{math|...|$}}	Code {{sym|...|name}}	Name
Set theory
{{sym|empty}}	2205, ∅	∅ ,  ∅	{{sym|empty|tex}}	{\varnothing}	${\begin{array}{l}\displaystyle {\varnothing }\end{array}}$,$\textstyle {\varnothing }$	{{sym|empty|name}}	empty set
{{sym|weierp}}	2118, ℘	℘ ,  ℘	{{sym|weierp|tex}}	{\wp}	${\begin{array}{l}\displaystyle {\wp }\end{array}}$,$\textstyle {\wp }$	{{sym|weierp|name}}	Weierstrass power set
{{sym|powerset}}	2118, ℘	℘ ,  ℘	{{sym|powerset|tex}}	{\wp}	${\begin{array}{l}\displaystyle {\wp }\end{array}}$,$\textstyle {\wp }$	{{sym|powerset|name}}	Weierstrass power set
{{sym|pset}}	2118, ℘	℘ ,  ℘	{{sym|pset|tex}}	{\wp}	${\begin{array}{l}\displaystyle {\wp }\end{array}}$,$\textstyle {\wp }$	{{sym|pset|name}}	Weierstrass power set
{{sym|in}}	2208, ∈	∈ ,  ∈	{{sym|in|tex}}	{\in}	${\begin{array}{l}\displaystyle {\in }\end{array}}$,$\textstyle {\in }$	{{sym|in|name}}	element of
{{sym|notin}}	2209, ∉	∉ ,  ∉	{{sym|notin|tex}}	{\not\in}	${\begin{array}{l}\displaystyle {\not \in }\end{array}}$,$\textstyle {\not \in }$	{{sym|notin|name}}	not an element of
{{sym|ni}}	220B, ∋	∋ ,  ∋	{{sym|ni|tex}}	{\ni}	${\begin{array}{l}\displaystyle {\ni }\end{array}}$,$\textstyle {\ni }$	{{sym|ni|name}}	contains as member
{{sym|contains}}	220B, ∋	∋ ,  ∋	{{sym|contains|tex}}	{\ni}	${\begin{array}{l}\displaystyle {\ni }\end{array}}$,$\textstyle {\ni }$	{{sym|contains|name}}	contains as member
{{sym|notni}}	220C, ∌	∌ ,  ∌	{{sym|notni|tex}}	{\not\ni}	${\begin{array}{l}\displaystyle {\not \ni }\end{array}}$,$\textstyle {\not \ni }$	{{sym|notni|name}}	does not contain as member
{{sym|ncontains}}	220C, ∌	∌ ,  ∌	{{sym|ncontains|tex}}	{\not\ni}	${\begin{array}{l}\displaystyle {\not \ni }\end{array}}$,$\textstyle {\not \ni }$	{{sym|ncontains|name}}	does not contain as member
{{sym|sub}}	2282, ⊂	⊂ ,  ⊂	{{sym|sub|tex}}	{\subset}	${\begin{array}{l}\displaystyle {\subset }\end{array}}$,$\textstyle {\subset }$	{{sym|sub|name}}	subset of
{{sym|sube}}	2286, ⊆	⊆ ,  ⊆	{{sym|sube|tex}}	{\subseteq}	${\begin{array}{l}\displaystyle {\subseteq }\end{array}}$,$\textstyle {\subseteq }$	{{sym|sube|name}}	subset or equal to
{{sym|nsub}}	2284, ⊄	⊄ ,  ⊄	{{sym|nsub|tex}}	{\not\subset}	${\begin{array}{l}\displaystyle {\not \subset }\end{array}}$,$\textstyle {\not \subset }$	{{sym|nsub|name}}	not a subset of
{{sym|sup}}	2283, ⊃	⊃ ,  ⊃	{{sym|sup|tex}}	{\supset}	${\begin{array}{l}\displaystyle {\supset }\end{array}}$,$\textstyle {\supset }$	{{sym|sup|name}}	superset of
{{sym|supe}}	2287, ⊇	⊇ ,  ⊇	{{sym|supe|tex}}	{\supseteq}	${\begin{array}{l}\displaystyle {\supseteq }\end{array}}$,$\textstyle {\supseteq }$	{{sym|supe|name}}	superset or equal to
{{sym|nsup}}	2285, ⊅	⊅ ,  ⊅	{{sym|nsup|tex}}	{\not\supset}	${\begin{array}{l}\displaystyle {\not \supset }\end{array}}$,$\textstyle {\not \supset }$	{{sym|nsup|name}}	not a superset of
{{sym|setminus}}	FF3C, ＼	＼ ,  ＼	{{sym|setminus|tex}}	{\setminus}	${\begin{array}{l}\displaystyle {\setminus }\end{array}}$,$\textstyle {\setminus }$	{{sym|setminus|name}}	set minus
{{sym|smallsetminus}}	2216, ∖	∖ ,  ∖	{{sym|smallsetminus|tex}}	{\smallsetminus}	${\begin{array}{l}\displaystyle {\smallsetminus }\end{array}}$,$\textstyle {\smallsetminus }$	{{sym|smallsetminus|name}}	small set minus
{{sym|cap}}	2229, ∩	∩ ,  ∩	{{sym|cap|tex}}	{\cap}	${\begin{array}{l}\displaystyle {\cap }\end{array}}$,$\textstyle {\cap }$	{{sym|cap|name}}	intersection
{{sym|inter}}	2229, ∩	∩ ,  ∩	{{sym|inter|tex}}	{\cap}	${\begin{array}{l}\displaystyle {\cap }\end{array}}$,$\textstyle {\cap }$	{{sym|inter|name}}	intersection
{{sym|Cap}}	22C2, ⋂	⋂ ,  ⋂	{{sym|Cap|tex}}	\bigcap	${\begin{array}{l}\displaystyle {\bigcap }\end{array}}$,$\textstyle {\bigcap }$	{{sym|Cap|name}}	intersection
{{sym|Inter}}	22C2, ⋂	⋂ ,  ⋂	{{sym|Inter|tex}}	\bigcap	${\begin{array}{l}\displaystyle {\bigcap }\end{array}}$,$\textstyle {\bigcap }$	{{sym|Inter|name}}	intersection
{{sym|cup}}	222A, ∪	∪ ,  ∪	{{sym|cup|tex}}	{\cup}	${\begin{array}{l}\displaystyle {\cup }\end{array}}$,$\textstyle {\cup }$	{{sym|cup|name}}	union
{{sym|union}}	222A, ∪	∪ ,  ∪	{{sym|union|tex}}	{\cup}	${\begin{array}{l}\displaystyle {\cup }\end{array}}$,$\textstyle {\cup }$	{{sym|union|name}}	union
{{sym|Cup}}	22C3, ⋃	⋃ ,  ⋃	{{sym|Cup|tex}}	\bigcup	${\begin{array}{l}\displaystyle {\bigcup }\end{array}}$,$\textstyle {\bigcup }$	{{sym|Cup|name}}	union
{{sym|Union}}	22C3, ⋃	⋃ ,  ⋃	{{sym|Union|tex}}	\bigcup	${\begin{array}{l}\displaystyle {\bigcup }\end{array}}$,$\textstyle {\bigcup }$	{{sym|Union|name}}	union
{{sym|uplus}}	228E, ⊎	⊎ ,  ⊎	{{sym|uplus|tex}}	{\uplus}	${\begin{array}{l}\displaystyle {\uplus }\end{array}}$,$\textstyle {\uplus }$	{{sym|uplus|name}}	multiset union
{{sym|Uplus}}	2A04, ⨄	⨄ ,  ⨄	{{sym|Uplus|tex}}	\biguplus	${\begin{array}{l}\displaystyle {\biguplus }\end{array}}$,$\textstyle {\biguplus }$	{{sym|Uplus|name}}	multiset union
{{sym|udot}}	228D, ⊍	⊍ ,  ⊍	{{sym|udot|tex}}	{\udot}	$\textstyle {\color {red}{\text{Unsupported!}}}$	{{sym|udot|name}}	multiset multiplication
{{sym|Udot}}	2A03, ⨃	⨃ ,  ⨃	{{sym|Udot|tex}}	\bigudot	$\textstyle {\color {red}{\text{Unsupported!}}}$	{{sym|Udot|name}}	multiset multiplication