# User:Jaredwf/Math Markup

## Greek alphabet symbols

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${\displaystyle \alpha }$ \alpha α Α &alpha; &Alpha;
${\displaystyle \beta }$ \beta β Β &beta; &Beta;
${\displaystyle \gamma \Gamma }$ \gamma \Gamma γ Γ &gamma; &Gamma;
${\displaystyle \delta \Delta }$ \delta \Delta δ Δ &delta; &Delta;
${\displaystyle \epsilon \varepsilon }$ \epsilon \varepsilon ε Ε &epsilon; &Epsilon;
${\displaystyle \zeta }$ \zeta ζ Ζ &zeta; &Zeta;
${\displaystyle \eta }$ \eta η Η &eta; &Eta;
${\displaystyle \theta \vartheta \Theta }$ \theta \vartheta \Theta θ ϑ Θ &theta; &thetasym; &Theta;
${\displaystyle \iota }$ \iota ι Ι &iota; &Iota;
${\displaystyle \kappa }$ \kappa κ Κ &kappa; &Kappa;
${\displaystyle \lambda \Lambda }$ \lambda \Lambda λ Λ &lambda; &Lambda;
${\displaystyle \mu }$ \mu μ Μ &mu; &Mu;
${\displaystyle \nu }$ \nu ν Ν &nu; &Nu;
${\displaystyle \xi \Xi }$ \xi \Xi ξ Ξ &xi; &Xi;
ο Ο &omicron; &Omicron;
${\displaystyle \pi \varpi \Pi }$ \pi \varpi \Pi π ϖ Π &pi; &piv; &Pi;
${\displaystyle \rho \varrho }$ \rho \varrho ρ Ρ &rho; &Rho;
${\displaystyle \sigma \varsigma \Sigma }$ \sigma \varsigma \Sigma σ ς Σ &sigma; &sigmaf; &Sigma;
${\displaystyle \tau }$ \tau τ Τ &tau; &Tau;
${\displaystyle \upsilon \Upsilon }$ \upsilon \Upsilon υ Υ &upsilon; &Upsilon;
${\displaystyle \phi \varphi \Phi }$ \phi \varphi \Phi φ Φ &phi; &Phi;
${\displaystyle \chi }$ \chi χ Χ &chi; &Chi;
${\displaystyle \psi \Psi }$ \psi \Psi ψ Ψ &psi; &Psi;
${\displaystyle \omega \Omega }$ \omega \Omega ω Ω &omega; &Omega;

## Arrows and dots

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${\displaystyle \rightarrow }$ \rightarrow &rarr;
${\displaystyle \leftarrow }$ \leftarrow &larr;
${\displaystyle \uparrow }$ \uparrow &uarr;
${\displaystyle \downarrow }$ \downarrow &darr;
${\displaystyle \leftrightarrow }$ \leftrightarrow &harr;
${\displaystyle \Rightarrow }$ \Rightarrow &rArr;
${\displaystyle \Leftarrow }$ \Leftarrow &lArr;
${\displaystyle \Uparrow }$ \Uparrow &uArr;
${\displaystyle \Downarrow }$ \Downarrow &dArr;
${\displaystyle \Leftrightarrow }$ \Leftrightarrow &hArr;
${\displaystyle \mapsto }$ \mapsto
${\displaystyle \nearrow }$ \nearrow
${\displaystyle \searrow }$ \searrow
${\displaystyle \swarrow }$ \swarrow
${\displaystyle \nwarrow }$ \nwarrow
${\displaystyle \longleftarrow }$ \longleftarrow
${\displaystyle \longrightarrow }$ \longrightarrow
${\displaystyle \Longleftarrow }$ \Longleftarrow
${\displaystyle \Longrightarrow }$ \Longrightarrow
${\displaystyle \Longleftrightarrow }$ \Longleftrightarrow
${\displaystyle \longmapsto }$ \longmapsto
${\displaystyle \cdot }$ \cdot · &middot;
${\displaystyle \ldots }$ \ldots &hellip;
${\displaystyle \cdots }$ \cdots
${\displaystyle \ddots }$ \ddots
${\displaystyle \vdots }$ \vdots

## Set symbols

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${\displaystyle \in }$ \in &isin;
${\displaystyle \not \in }$ \not \in &notin;
${\displaystyle \subseteq }$ \subseteq &sube;
${\displaystyle \subset }$ \subset &sub;
${\displaystyle \supseteq }$ \supseteq &supe;
${\displaystyle \supset }$ \supset &sup;
${\displaystyle \cup }$ \cup &cup;
${\displaystyle \cap }$ \cap &cap;

## Relation symbols

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${\displaystyle \leq }$ \le &le;
${\displaystyle \geq }$ \ge &ge;
${\displaystyle \sim }$ \sim &sim;
${\displaystyle \simeq }$ \simeq &cong;
${\displaystyle \approx }$ \approx &asymp;
${\displaystyle \neq }$ \ne &ne;
${\displaystyle \equiv }$ \equiv &equiv;

## Other symbols

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${\displaystyle \oplus }$ \oplus &oplus;
${\displaystyle \otimes }$ \otimes &otimes;
${\displaystyle \times }$ \times × &times;
${\displaystyle \circ }$ \circ
${\displaystyle \bullet }$ \bullet &bull;
${\displaystyle \pm }$ \pm ± &plusmn;
${\displaystyle \mp }$ \mp

## TeX operation symbols

 n-th Root ${\displaystyle {\sqrt[{n}]{x}}}$ \sqrt[n]{x} Summation ${\displaystyle \sum _{i=0}^{n}}$ \sum_{i=0}^n Product ${\displaystyle \prod _{i=0}^{n}}$ \prod_{i=0}^n Coproduct ${\displaystyle \coprod _{i=0}^{n}}$ \coprod_{i=0}^n Limit ${\displaystyle \lim _{i\to 0}}$ \lim_{i \to 0} Integral ${\displaystyle \int _{0}^{n}}$ \int_0^n Path integral ${\displaystyle \oint _{C}}$ \oint_C Union ${\displaystyle \bigcup _{i=0}^{n}}$ \bigcup_{i=0}^n Intersection ${\displaystyle \bigcap _{i=0}^{n}}$ \bigcap_{i=0}^n Logical disjunction ${\displaystyle \bigvee _{i=0}^{n}}$ \bigvee_{i=0}^n Logical conjunction ${\displaystyle \bigwedge _{i=0}^{n}}$ \bigwedge_{i=0}^n Vector product ${\displaystyle \bigotimes _{i=0}^{n}}$ \bigotimes_{i=0}^n Direct sum ${\displaystyle \bigoplus _{i\in I}}$ \bigoplus_{i \in I} ${\displaystyle \bigodot _{i=0}^{n}}$ \bigodot_{i=0}^n ${\displaystyle \biguplus _{i=0}^{n}}$ \biguplus_{i=0}^n

## TeX grouping symbols

 Parentheses ${\displaystyle (xyz)}$ (xyz) Brackets ${\displaystyle [xyz]}$ [xyz] Braces ${\displaystyle \{xyz\}}$ \{xyz\} Vertical lines ${\displaystyle \vert xyz\vert }$ \vert xyz \vert Double vertical lines ${\displaystyle \Vert xyz\Vert }$ \Vert xyz \Vert Angle brackets ${\displaystyle \langle xyz\rangle }$ \langle xyz \rangle Overline, vinculum ${\displaystyle {\overline {xyz}}}$ \overline{xyz} Brace over ${\displaystyle \overbrace {xyz} }$ \overbrace{xyz} Underline ${\displaystyle {\underline {xyz}}}$ \underline{xyz} Brace under ${\displaystyle \underbrace {xyz} }$ \underbrace{xyz} Angle bracket over ${\displaystyle {\widehat {xyz}}}$ \widehat{xyz}

## TeX matrices

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Matrix ${\displaystyle {\begin{matrix}x&y&z\\u&v&w\end{matrix}}}$ \begin{matrix} x & y & z \\ u & v & w \end{matrix}
Matrix with parentheses ${\displaystyle {\begin{pmatrix}x&y&z\\u&v&w\end{pmatrix}}}$ \begin{pmatrix} x & y & z \\ u & v & w \end{pmatrix}
Matrix with brackets ${\displaystyle {\begin{bmatrix}x&y&z\\u&v&w\end{bmatrix}}}$ \begin{bmatrix} x & y & z \\ u & v & w \end{bmatrix}
Matrix with braces ${\displaystyle {\begin{Bmatrix}x&y&z\\u&v&w\end{Bmatrix}}}$ \begin{Bmatrix} x & y & z \\ u & v & w \end{Bmatrix}
Matrix with vertical lines ${\displaystyle {\begin{vmatrix}x&y&z\\u&v&w\end{vmatrix}}}$ \begin{vmatrix} x & y & z \\ u & v & w \end{vmatrix}
Matrix with double vertical lines ${\displaystyle {\begin{Vmatrix}x&y&z\\u&v&w\end{Vmatrix}}}$ \begin{Vmatrix} x & y & z \\ u & v & w \end{Vmatrix}