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Edited September 20, 20241 yr by KJW

[math]\begin{pmatrix} a & b & c \\ d & e & f \\ g & h & i \end{pmatrix}[/math]

Edited May 25May 25 by KJW

[math]|\Phi\!\!>\ ^{\underrightarrow{|\psi_1>}}\ \ |\phi_1\!\!>[/math]

Edited June 29Jun 29 by KJW

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Edited July 1Jul 1 by KJW

test

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Edited July 28Jul 28 by KJW

[math]\text{mathbb: } \mathbb{the\ quick\ brown\ fox\ jumped\ over\ the\ lazy\ dog}[/math]

[math]\text{mathrm: } \mathrm{the\ quick\ brown\ fox\ jumped\ over\ the\ lazy\ dog}[/math]

[math]\text{mathcal: } \mathcal{the\ quick\ brown\ fox\ jumped\ over\ the\ lazy\ dog}[/math]

[math]\text{mathfrak: } \mathfrak{the\ quick\ brown\ fox\ jumped\ over\ the\ lazy\ dog}[/math]

[math]\text{mathscr: } \mathscr{the\ quick\ brown\ fox\ jumped\ over\ the\ lazy\ dog}[/math]

[math]\text{mathbb: } \mathbb{THE\ QUICK\ BROWN\ FOX\ JUMPED\ OVER\ THE\ LAZY\ DOG}[/math]

[math]\text{mathrm: } \mathrm{THE\ QUICK\ BROWN\ FOX\ JUMPED\ OVER\ THE\ LAZY\ DOG}[/math]

[math]\text{mathcal: } \mathcal{THE\ QUICK\ BROWN\ FOX\ JUMPED\ OVER\ THE\ LAZY\ DOG}[/math]

[math]\text{mathfrak: } \mathfrak{THE\ QUICK\ BROWN\ FOX\ JUMPED\ OVER\ THE\ LAZY\ DOG}[/math]

[math]\text{mathscr: } \mathscr{THE\ QUICK\ BROWN\ FOX\ JUMPED\ OVER\ THE\ LAZY\ DOG}[/math]

Edited August 3Aug 3 by KJW

test before

Spoiler Alert!

test box

test after

Edited September 27Sep 27 by KJW

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Edited October 18Oct 18 by KJW

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Edited November 2Nov 2 by KJW

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Edited November 4Nov 4 by KJW

[math]\mathfrak{e}^{\alpha_1 ... \alpha_n} = \mathfrak{e}_{\alpha_1 ... \alpha_n} = \left\{\begin{array}{cl} 1 & \text{if}\ \ \alpha_1 ... \alpha_n\ \ \text{is an EVEN permutation of}\ \ 1 ... n\\-1 & \text{if}\ \ \alpha_1 ... \alpha_n\ \ \text{is an ODD permutation of}\ \ 1 ... n\\0 & \text{if}\ \ \alpha_1 ... \alpha_n\ \ \text{is NOT a permutation of}\ \ 1 ... n\end{array}\right.[/math]

Edited November 4Nov 4 by KJW

[math]x \overline{x} x[/math]

[math]x \underline{x} x[/math]

[math]x \buildrel \rm abc \over {xyz} x[/math]

[math]x \buildrel \rm {abc} \over {xyz} x[/math]

Edited November 10Nov 10 by KJW

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Edited November 16Nov 16 by KJW

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Edited November 19Nov 19 by KJW

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Edited November 30Nov 30 by KJW

[math]{\partial^2 x \over \partial t^2}[/math]

[math]\displaystyle {\partial^2 x \over \partial t^2}[/math]

[math] \dfrac{\partial^2 x}{\partial t^2}[/math]

[math] \frac{\partial^2 x}{\partial t^2}[/math]

[math]\displaystyle \frac{\partial^2 x}{\partial t^2}[/math]

Edited December 10Dec 10 by KJW

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Edited December 16Dec 16 by KJW

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Edited Sunday at 01:56 AM3 days by KJW