LaTeX symbol
Greek alphabet
Lower case letters
| Symbol | Command |
|---|---|
| $\alpha$ | \alpha |
| $\beta$ | \beta |
| $\gamma$ | \gamma |
| $\delta$ | \delta |
| $\epsilon$ | \epsilon |
| $\zeta$ | \zeta |
| $\eta$ | \eta |
| $\theta$ | \theta |
| $\iota$ | \iota |
| $\kappa$ | \kappa |
| $\lambda$ | \lambda |
| $\mu$ | \mu |
| $\nu$ | \nu |
| $\xi$ | \xi |
| $\omicron$ | \omicron |
| $\pi$ | \pi |
| $\rho$ | \rho |
| $\sigma$ | \sigma |
| $\tau$ | \tau |
| $\upsilon$ | \upsilon |
| $\phi$ | \phi |
| $\chi$ | \chi |
| $\psi$ | \psi |
| $\omega$ | \omega |
Capital case letters
| Symbol | Command |
|---|---|
| $\Alpha$ | \Alpha |
| $\Beta$ | \Beta |
| $\Gamma$ | \Gamma |
| $\Delta$ | \Delta |
| $\Epsilon$ | \Epsilon |
| $\Zeta$ | \Zeta |
| $\Eta$ | \Eta |
| $\Theta$ | \Theta |
| $\Iota$ | \Iota |
| $\Kappa$ | \Kappa |
| $\Lambda$ | \Lambda |
| $\Mu$ | \Mu |
| $\Nu$ | \Nu |
| $\Xi$ | \Xi |
| $\Omicron$ | \Omicron |
| $\Pi$ | \Pi |
| $\Rho$ | \Rho |
| $\Sigma$ | \Sigma |
| $\Tau$ | \Tau |
| $\Upsilon$ | \Upsilon |
| $\Phi$ | \Phi |
| $\Chi$ | \Chi |
| $\Psi$ | \Psi |
| $\Omega$ | \Omega |
Dot
| Symbol | Command |
|---|---|
| $\cdot$ | \cdot |
| $\cdotp$ | \cdotp |
| $\centerdot$ | \centerdot |
| $\bullet$ | \bullet |
| Symbol | Command |
|---|---|
| $\dots$ | \dots |
| $\cdots$ | \cdots |
| $\ldots$ | \ldots |
| $\dotsb$ | \dotsb |
| $\dotsc$ | \dotsc |
| $\dotsi$ | \dotsi |
| $\dotsm$ | \dotsm |
| $\dotso$ | \dotso |
| $\mathellipsis$ | \mathellipsis |
| Symbol | Command |
|---|---|
| $\ddots$ | \ddots |
| Symbol | Command |
|---|---|
| $\vdots$ | \vdots |
Square root
\[
\sqrt{4} = 2 \\~\\
\sqrt 4 = 2 \\~\\
\sqrt 25 = 5 \\~\\
\sqrt[3]{27} = 3 \\~\\
\sqrt[3] 27 = 3
\]
\[ \sqrt{4} = 2 \\~\\ \sqrt 4 = 2 \\~\\ \sqrt 25 = 5 \\~\\ \sqrt[3]{27} = 3 \\~\\ \sqrt[3] 27 = 3 \]
Equal or not equal symbols
\[
x = 1 \\~\\
x \neq 3.14 \\~\\
x \fallingdotseq 3.14 \\~\\
1 \risingdotseq 3.14
\]
\[ x = 1 \\~\\ x \neq 3.14 \\~\\ x \fallingdotseq 3.14 \\~\\ 1 \risingdotseq 3.14 \]
\[
M \equiv N \\~\\
M \sim N \\~\\
M \approx N \\~\\
M \simeq N \\~\\
M \cong N
\]
\[ M \equiv N \\~\\ M \sim N \\~\\ M \approx N \\~\\ M \simeq N \\~\\ M \cong N \]
Approximation
\[
A \approx B \\~\\
A \approxeq B \\~\\
A \approxcolon B \\~\\
A \approxcoloncolon B
\]
\[ A \approx B \\~\\ A \approxeq B \\~\\ A \approxcolon B \\~\\ A \approxcoloncolon B \]
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