Code {{sym|...}} (see 3 rd column)
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{{sym|...|hex}}, &#x{{sym|...|hex}};
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Styled HTML+CSS {{sym|...}} in {{math|...|&&}}, {{math|...|&}}
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Code {{sym|...|tex}}
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Result (TeX)
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Rendered TeX {{sym|...|tex}} in {{math|...|$$}}, {{math|...|$}}
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Code {{sym|...|name}}
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Name
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Algebra
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{{sym|hellip}} |
2026, …
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,
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{{sym|hellip|tex}} |
{\ldots} |
,
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{{sym|hellip|name}} |
horizontal ellipsis
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{{sym|cellip}} |
22EF, ⋯
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,
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{{sym|cellip|tex}} |
{\cdots} |
,
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{{sym|cellip|name}} |
midline horizontal ellipsis
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{{sym|vellip}} |
22EE, ⋮
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,
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{{sym|vellip|tex}} |
{\vdots} |
,
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{{sym|vellip|name}} |
vertical ellipsis
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{{sym|udellip}} |
22F0, ⋰
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,
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{{sym|udellip|tex}} |
{\,}^{{\textstyle \,.}^{{\textstyle \,.}^{\textstyle \,.}}} |
,
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{{sym|udellip|name}} |
up right diagonal ellipsis
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{{sym|ddellip}} |
22F1, ⋱
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,
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{{sym|ddellip|tex}} |
{\ddots} |
,
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{{sym|ddellip|name}} |
down right diagonal ellipsis
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{{sym|alefsym}} |
2135, ℵ
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,
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{{sym|alefsym|tex}} |
{\aleph} |
,
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{{sym|alefsym|name}} |
aleph symbol
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{{sym|alef}} |
2135, ℵ
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,
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{{sym|alef|tex}} |
{\aleph} |
,
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{{sym|alef|name}} |
aleph symbol
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{{sym|aleph}} |
2135, ℵ
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,
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{{sym|aleph|tex}} |
{\aleph} |
,
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{{sym|aleph|name}} |
aleph symbol
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{{sym|P}} |
2119, ℙ
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,
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{{sym|P|tex}} |
{\mathbb P} |
,
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{{sym|P|name}} |
prime numbers
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{{sym|N}} |
2115, ℕ
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,
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{{sym|N|tex}} |
{\N} |
,
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{{sym|N|name}} |
natural numbers
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{{sym|Z}} |
2124, ℤ
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,
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{{sym|Z|tex}} |
{\Z} |
,
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{{sym|Z|name}} |
rational integers
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{{sym|Q}} |
211A, ℚ
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,
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{{sym|Q|tex}} |
{\Q} |
,
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{{sym|Q|name}} |
rational numbers
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{{sym|A}} |
1D538, 𝔸
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,
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{{sym|A|tex}} |
{\mathbb A} |
,
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{{sym|A|name}} |
algebraic numbers
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{{sym|R}} |
211D, ℝ
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,
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{{sym|R|tex}} |
{\R} |
,
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{{sym|R|name}} |
real numbers
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{{sym|C}} |
2102, ℂ
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,
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{{sym|C|tex}} |
{\C} |
,
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{{sym|C|name}} |
complex numbers
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{{sym|H}} |
210D, ℍ
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,
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{{sym|H|tex}} |
{\mathbb H} |
,
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{{sym|H|name}} |
quaternions
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{{sym|O}} |
1D546, 𝕆
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,
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{{sym|O|tex}} |
{\mathbb O} |
,
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{{sym|O|name}} |
octonions
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{{sym|S}} |
1D54A, 𝕊
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,
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{{sym|S|tex}} |
{\mathbb S} |
,
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{{sym|S|name}} |
sedenions
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{{sym|real}} |
211C, ℜ
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,
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{{sym|real|tex}} |
{\Re} |
,
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{{sym|real|name}} |
real part
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{{sym|Re}} |
211C, ℜ
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,
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{{sym|Re|tex}} |
{\Re} |
,
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{{sym|Re|name}} |
real part
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{{sym|imag}} |
2111, ℑ
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,
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{{sym|imag|tex}} |
{\Im} |
,
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{{sym|imag|name}} |
imaginary part
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{{sym|Im}} |
2111, ℑ
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,
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{{sym|Im|tex}} |
{\Im} |
,
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{{sym|Im|name}} |
imaginary part
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{{sym|scalprod}} |
22C5, ⋅
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,
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{{sym|scalprod|tex}} |
{\centerdot} |
,
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{{sym|scalprod|name}} |
dot product (scalar product)
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{{sym|dotprod}} |
22C5, ⋅
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,
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{{sym|dotprod|tex}} |
{\centerdot} |
,
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{{sym|dotprod|name}} |
dot product (scalar product)
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{{sym|vectprod}} |
2A2F, ⨯
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,
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{{sym|vectprod|tex}} |
{\times} |
,
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{{sym|vectprod|name}} |
cross product (vector product)
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{{sym|crossprod}} |
2A2F, ⨯
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,
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{{sym|crossprod|tex}} |
{\times} |
,
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{{sym|crossprod|name}} |
cross product (vector product)
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{{sym|oplus}} |
2295, ⊕
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,
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{{sym|oplus|tex}} |
{\oplus} |
,
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{{sym|oplus|name}} |
direct sum
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{{sym|Oplus}} |
????, &#x????;
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,
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{{sym|Oplus|tex}} |
\bigoplus |
,
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{{sym|Oplus|name}} |
n-ary direct sum
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{{sym|ominus}} |
2296, ⊖
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,
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{{sym|ominus|tex}} |
{\ominus} |
,
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{{sym|ominus|name}} |
symmetric difference
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{{sym|Ominus}} |
????, &#x????;
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,
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{{sym|Ominus|tex}} |
\bigominus
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{{sym|Ominus|name}} |
n-ary symmetric difference
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{{sym|odot}} |
2299, ⊙
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,
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{{sym|odot|tex}} |
{\odot} |
,
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{{sym|odot|name}} |
direct product
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{{sym|Odot}} |
????, &#x????;
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,
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{{sym|Odot|tex}} |
\bigodot |
,
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{{sym|Odot|name}} |
n-ary direct product
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{{sym|otimes}} |
2297, ⊗
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,
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{{sym|otimes|tex}} |
{\otimes} |
,
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{{sym|otimes|name}} |
tensor product
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{{sym|Otimes}} |
????, &#x????;
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,
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{{sym|Otimes|tex}} |
\bigotimes |
,
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{{sym|Otimes|name}} |
n-ary tensor product
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{{sym|oslash}} |
2298, ⊘
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,
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{{sym|oslash|tex}} |
{\oslash} |
,
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{{sym|oslash|name}} |
circled division slash
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{{sym|Oslash}} |
????, &#x????;
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,
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{{sym|Oslash|tex}} |
\bigoslash
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{{sym|Oslash|name}} |
n-ary circled division slash
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{{sym|sum}} |
2211, ∑
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,
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{{sym|sum|tex}} |
\sum |
,
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{{sym|sum|name}} |
summation sign
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{{sym|prod}} |
220F, ∏
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,
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{{sym|prod|tex}} |
\prod |
,
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{{sym|prod|name}} |
product sign
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{{sym|coprod}} |
2210, ∐
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,
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{{sym|coprod|tex}} |
\coprod |
,
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{{sym|coprod|name}} |
coproduct sign
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{{sym|lang}} |
27E8, ⟨
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,
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{{sym|lang|tex}} |
\langle |
,
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{{sym|lang|name}} |
left angle bracket (bra)
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{{sym|bra}} |
27E8, ⟨
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,
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{{sym|bra|tex}} |
\langle |
,
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{{sym|bra|name}} |
left angle bracket (bra)
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{{sym|rang}} |
27E9, ⟩
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,
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{{sym|rang|tex}} |
\rangle |
,
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{{sym|rang|name}} |
right angle bracket (ket)
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{{sym|ket}} |
27E9, ⟩
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,
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{{sym|ket|tex}} |
\rangle |
,
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{{sym|ket|name}} |
right angle bracket (ket)
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{{sym|lceil}} |
2308, ⌈
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,
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{{sym|lceil|tex}} |
\lceil |
,
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{{sym|lceil|name}} |
left ceiling
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{{sym|rceil}} |
2309, ⌉
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,
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{{sym|rceil|tex}} |
\rceil |
,
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{{sym|rceil|name}} |
right ceiling
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{{sym|lfloor}} |
230A, ⌊
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,
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{{sym|lfloor|tex}} |
\lfloor |
,
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{{sym|lfloor|name}} |
left floor
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{{sym|rfloor}} |
230B, ⌋
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,
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{{sym|rfloor|tex}} |
\rfloor |
,
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{{sym|rfloor|name}} |
right floor
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