Mathify

Supported LaTeX Commands

Mathify supports a comprehensive set of LaTeX commands for mathematical expressions. Below is a complete list of all supported commands with live rendering examples.

Greek Letters (Lowercase)

CommandRenderedDescription
\alpha$\alpha$Alpha
\beta$\beta$Beta
\gamma$\gamma$Gamma
\delta$\delta$Delta
\epsilon$\epsilon$Epsilon
\varepsilon$\varepsilon$Variant Epsilon
\zeta$\zeta$Zeta
\eta$\eta$Eta
\theta$\theta$Theta
\vartheta$\vartheta$Variant Theta
\iota$\iota$Iota
\kappa$\kappa$Kappa
\varkappa$\varkappa$Variant Kappa
\lambda$\lambda$Lambda
\mu$\mu$Mu
\nu$\nu$Nu
\xi$\xi$Xi
\pi$\pi$Pi
\varpi$\varpi$Variant Pi
\rho$\rho$Rho
\varrho$\varrho$Variant Rho
\sigma$\sigma$Sigma
\varsigma$\varsigma$Variant Sigma
\tau$\tau$Tau
\upsilon$\upsilon$Upsilon
\phi$\phi$Phi
\varphi$\varphi$Variant Phi
\chi$\chi$Chi
\psi$\psi$Psi
\omega$\omega$Omega

Greek Letters (Uppercase)

CommandRenderedDescription
\Alpha$A$Capital Alpha
\Beta$B$Capital Beta
\Gamma$\Gamma$Capital Gamma
\Delta$\Delta$Capital Delta
\Epsilon$E$Capital Epsilon
\Zeta$Z$Capital Zeta
\Eta$H$Capital Eta
\Theta$\Theta$Capital Theta
\Iota$I$Capital Iota
\Kappa$K$Capital Kappa
\Lambda$\Lambda$Capital Lambda
\Mu$M$Capital Mu
\Nu$N$Capital Nu
\Xi$\Xi$Capital Xi
\Omicron$O$Capital Omicron
\Pi$\Pi$Capital Pi
\Rho$P$Capital Rho
\Sigma$\Sigma$Capital Sigma
\Tau$T$Capital Tau
\Upsilon$\Upsilon$Capital Upsilon
\Phi$\Phi$Capital Phi
\Chi$X$Capital Chi
\Psi$\Psi$Capital Psi
\Omega$\Omega$Capital Omega

💡 Note: Some uppercase Greek letters (A, B, E, Z, H, I, K, M, N, O, P, T, X) are identical to Latin letters, so you can use regular capital letters instead of special LaTeX commands.

Binary Operators

CommandRenderedDescription
\pm$\pm$Plus-minus
\mp$\mp$Minus-plus
\times$\times$Times
\div$\div$Division
\cdot$\cdot$Center dot
\ast$\ast$Asterisk
\star$\star$Star
\circ$\circ$Circle
\bullet$\bullet$Bullet
\oplus$\oplus$Circled plus
\ominus$\ominus$Circled minus
\otimes$\otimes$Circled times
\oslash$\oslash$Circled slash
\odot$\odot$Circled dot
\cap$\cap$Cap (intersection)
\cup$\cup$Cup (union)
\wedge or \land$\wedge$Logical and
\vee or \lor$\vee$Logical or
\setminus$\setminus$Set minus
\wr$\wr$Wreath product
\amalg$\amalg$Amalgamation
\sqcap$\sqcap$Square cap
\sqcup$\sqcup$Square cup
\uplus$\uplus$Multiset union
\dagger$\dagger$Dagger
\ddagger$\ddagger$Double dagger

Relation Symbols

CommandRenderedDescription
\leq or \le$\leq$Less than or equal
\geq or \ge$\geq$Greater than or equal
\neq or \ne$\neq$Not equal
\approx$\approx$Approximately equal
\equiv$\equiv$Equivalent
\sim$\sim$Similar
\simeq$\simeq$Similar or equal
\cong$\cong$Congruent
\doteq$\doteq$Dot equal
\propto$\propto$Proportional to
\ll$\ll$Much less than
\gg$\gg$Much greater than
\prec$\prec$Precedes
\succ$\succ$Succeeds
\subset$\subset$Subset
\supset$\supset$Superset
\subseteq$\subseteq$Subset or equal
\supseteq$\supseteq$Superset or equal
\in$\in$Element of
\notin$\notin$Not element of
\ni$\ni$Contains
\mid$\mid$Divides
\parallel$\parallel$Parallel
\perp$\perp$Perpendicular
\models$\models$Models
\vdash$\vdash$Proves
\dashv$\dashv$Dash v

Arrows

CommandRenderedDescription
\leftarrow or \gets$\leftarrow$Left arrow
\rightarrow or \to$\rightarrow$Right arrow
\leftrightarrow$\leftrightarrow$Left-right arrow
\Leftarrow$\Leftarrow$Double left arrow
\Rightarrow$\Rightarrow$Double right arrow
\Leftrightarrow$\Leftrightarrow$Double left-right arrow
\uparrow$\uparrow$Up arrow
\downarrow$\downarrow$Down arrow
\updownarrow$\updownarrow$Up-down arrow
\Uparrow$\Uparrow$Double up arrow
\Downarrow$\Downarrow$Double down arrow
\Updownarrow$\Updownarrow$Double up-down arrow
\nearrow$\nearrow$North-east arrow
\searrow$\searrow$South-east arrow
\swarrow$\swarrow$South-west arrow
\nwarrow$\nwarrow$North-west arrow
\mapsto$\mapsto$Maps to
\longleftarrow$\longleftarrow$Long left arrow
\longrightarrow$\longrightarrow$Long right arrow
\longleftrightarrow$\longleftrightarrow$Long left-right arrow
\Longleftarrow$\Longleftarrow$Long double left arrow
\Longrightarrow or \implies$\Longrightarrow$Implies
\Longleftrightarrow or \iff$\Longleftrightarrow$If and only if

Large Operators

CommandRenderedDescription
\sum$\sum$Summation
\prod$\prod$Product
\coprod$\coprod$Coproduct
\int$\int$Integral
\iint$\iint$Double integral
\iiint$\iiint$Triple integral
\oint$\oint$Contour integral
\bigcap$\bigcap$Big cap
\bigcup$\bigcup$Big cup
\bigwedge$\bigwedge$Big wedge
\bigvee$\bigvee$Big vee
\bigoplus$\bigoplus$Big circled plus
\bigotimes$\bigotimes$Big circled times
\bigodot$\bigodot$Big circled dot
\biguplus$\biguplus$Big multiset union
\bigsqcup$\bigsqcup$Big square cup

💡 Use _ for subscripts (lower limits) and ^ for superscripts (upper limits) with large operators.

Example:

$$\sum_{i=1}^{n} i = \frac{n(n+1)}{2}$$

\sum_{i=1}^{n} i = \frac{n(n+1)}{2}

Trigonometric & Math Functions

CommandRenderedDescription
\sin$\sin$Sine
\cos$\cos$Cosine
\tan$\tan$Tangent
\cot$\cot$Cotangent
\sec$\sec$Secant
\csc$\csc$Cosecant
\arcsin$\arcsin$Arcsine
\arccos$\arccos$Arccosine
\arctan$\arctan$Arctangent
\sinh$\sinh$Hyperbolic sine
\cosh$\cosh$Hyperbolic cosine
\tanh$\tanh$Hyperbolic tangent
\coth$\coth$Hyperbolic cotangent
\log$\log$Logarithm
\ln$\ln$Natural logarithm
\lg$\lg$Logarithm base 10
\exp$\exp$Exponential
\lim$\lim$Limit
\limsup$\limsup$Limit superior
\liminf$\liminf$Limit inferior
\max$\max$Maximum
\min$\min$Minimum
\sup$\sup$Supremum
\inf$\inf$Infimum
\det$\det$Determinant
\dim$\dim$Dimension
\deg$\deg$Degree
\arg$\arg$Argument
\ker$\ker$Kernel
\hom$\hom$Homomorphism
\gcd$\gcd$Greatest common divisor
\Pr$\Pr$Probability

Delimiters

CommandRenderedDescription
\lbrace or \{$\lbrace$Left brace
\rbrace or \}$\rbrace$Right brace
\langle$\langle$Left angle bracket
\rangle$\rangle$Right angle bracket
\lceil$\lceil$Left ceiling
\rceil$\rceil$Right ceiling
\lfloor$\lfloor$Left floor
\rfloor$\rfloor$Right floor
\vert or |$\vert$Vertical bar
\Vert$\Vert$Double vertical bar

💡 Use \left and \right for auto-sized delimiters.

Example:

$$\left( \frac{a}{b} \right)$$

\left( \frac{a}{b} \right)

Special Symbols

CommandRenderedDescription
\infty$\infty$Infinity
\nabla$\nabla$Nabla/Del
\partial$\partial$Partial derivative
\forall$\forall$For all
\exists$\exists$There exists
\nexists$\nexists$Does not exist
\emptyset$\emptyset$Empty set
\varnothing$\varnothing$Variant empty set
\aleph$\aleph$Aleph
\angle$\angle$Angle
\triangle$\triangle$Triangle
\top$\top$Top
\bot$\bot$Bottom
\hbar$\hbar$H-bar (Planck constant)
\ell$\ell$Script l
\Im$\Im$Imaginary part
\Re$\Re$Real part
\wp$\wp$Weierstrass p
\ldots$\ldots$Low dots
\cdots$\cdots$Center dots
\vdots$\vdots$Vertical dots
\ddots$\ddots$Diagonal dots
\degree$\degree$Degree symbol
\neg or \lnot$\neg$Logical not

Accents

CommandExampleRendered
\hat{a}\hat{a}$\hat{a}$
\widehat{abc}\widehat{abc}$\widehat{abc}$
\bar{x}\bar{x}$\bar{x}$
\vec{v}\vec{v}$\vec{v}$
\dot{x}\dot{x}$\dot{x}$
\ddot{x}\ddot{x}$\ddot{x}$
\tilde{n}\tilde{n}$\tilde{n}$
\widetilde{abc}\widetilde{abc}$\widetilde{abc}$
\check{a}\check{a}$\check{a}$
\acute{a}\acute{a}$\acute{a}$
\grave{a}\grave{a}$\grave{a}$
\breve{a}\breve{a}$\breve{a}$

Over/Under Braces & Arrows

CommandExampleRendered
\overbrace{...}\overbrace{a+b+c}$\overbrace{a+b+c}$
\underbrace{...}\underbrace{a+b+c}$\underbrace{a+b+c}$
\overrightarrow{...}\overrightarrow{AB}$\overrightarrow{AB}$
\overleftarrow{...}\overleftarrow{AB}$\overleftarrow{AB}$
\overleftrightarrow{...}\overleftrightarrow{AB}$\overleftrightarrow{AB}$

Basic Operations

CommandExampleRendered
\frac{a}{b}\frac{a}{b}$\frac{a}{b}$
a^{b}x^{2}$x^{2}$
a_{b}x_{i}$x_{i}$
\sqrt{x}\sqrt{x}$\sqrt{x}$
\sqrt[n]{x}\sqrt[3]{x}$\sqrt[3]{x}$

Matrices

Matrix:

$$\begin{matrix} a & b \\ c & d \end{matrix}$$

\begin{matrix} a & b \\ c & d \end{matrix}

Parentheses Matrix:

$$\begin{pmatrix} a & b \\ c & d \end{pmatrix}$$

\begin{pmatrix} a & b \\ c & d \end{pmatrix}

Brackets Matrix:

$$\begin{bmatrix} a & b \\ c & d \end{bmatrix}$$

\begin{bmatrix} a & b \\ c & d \end{bmatrix}

Braces Matrix:

$$\begin{Bmatrix} a & b \\ c & d \end{Bmatrix}$$

\begin{Bmatrix} a & b \\ c & d \end{Bmatrix}

Determinant Matrix:

$$\begin{vmatrix} a & b \\ c & d \end{vmatrix}$$

\begin{vmatrix} a & b \\ c & d \end{vmatrix}

📝 Tips for Using LaTeX in Mathify

  • Use the search feature to find buttons by typing LaTeX commands or mathematical names
  • All commands listed above are supported in Mathify - if you can't find a command, try the search feature
  • For complex formulas, you can export to LaTeX and edit in your favorite LaTeX editor
  • Copy LaTeX from other sources and paste into Mathify for quick editing
  • Use _ (underscore) for subscripts and ^ (caret) for superscripts
  • For multi-character subscripts or superscripts, use curly braces: x^{2n}
  • For fractions, use \frac{numerator}{denominator}