View source for User:Ulf Rehmann/Predefined TeX Macros

{| border="2" align="center" cellspacing="2" cellpadding="1"
! colspan="4"| Predefined $\rm\TeX$ Macros <br /><small> '''excerpted from mwMathJaxConfig.js''' </small>
|-
!scope="col" width="70"| TeX macro:
!scope="col" width="70" | Print out:
!scope="col" width="70" | TeX encoding:
!scope="col" width="100" | Comment:
|-|&nbsp; \empty ||align="center"| $\empty$ ||&nbsp; \emptyset ||&nbsp; 
|-
|&nbsp; \P ||align="center"| $\P$ ||&nbsp; \unicode{xb6} ||&nbsp; 
|-
|&nbsp; \Alpha ||align="center"| $\Alpha$ ||&nbsp; \unicode{x391} ||&nbsp; /*FIXME: These capital Greeks don't show up in bold in \boldsymbol ... */
|-
|&nbsp; \Beta ||align="center"| $\Beta$ ||&nbsp; \unicode{x392} ||&nbsp; 
|-
|&nbsp; \Epsilon ||align="center"| $\Epsilon$ ||&nbsp; \unicode{x395} ||&nbsp; 
|-
|&nbsp; \Zeta ||align="center"| $\Zeta$ ||&nbsp; \unicode{x396} ||&nbsp; 
|-
|&nbsp; \Eta ||align="center"| $\Eta$ ||&nbsp; \unicode{x397} ||&nbsp; 
|-
|&nbsp; \Iota ||align="center"| $\Iota$ ||&nbsp; \unicode{x399} ||&nbsp; 
|-
|&nbsp; \Kappa ||align="center"| $\Kappa$ ||&nbsp; \unicode{x39a} ||&nbsp; 
|-
|&nbsp; \Mu ||align="center"| $\Mu$ ||&nbsp; \unicode{x39c} ||&nbsp; 
|-
|&nbsp; \Nu ||align="center"| $\Nu$ ||&nbsp; \unicode{x39d} ||&nbsp; 
|-
|&nbsp; \Pi ||align="center"| $\Pi$ ||&nbsp; \unicode{x3a0} ||&nbsp; 
|-
|&nbsp; \Rho ||align="center"| $\Rho$ ||&nbsp; \unicode{x3a1} ||&nbsp; 
|-
|&nbsp; \Sigma ||align="center"| $\Sigma$ ||&nbsp; \unicode{x3a3} ||&nbsp; 
|-
|&nbsp; \Tau ||align="center"| $\Tau$ ||&nbsp; \unicode{x3a4} ||&nbsp; 
|-
|&nbsp; \Chi ||align="center"| $\Chi$ ||&nbsp; \unicode{x3a7} ||&nbsp; 
|-
|&nbsp; \C ||align="center"| $\C$ ||&nbsp; \mathbb{C} ||&nbsp; /*the complex numbers */
|-
|&nbsp; \N ||align="center"| $\N$ ||&nbsp; \mathbb{N} ||&nbsp; /*the natural numbers */
|-
|&nbsp; \Q ||align="center"| $\Q$ ||&nbsp; \mathbb{Q} ||&nbsp; /*the rational numbers */
|-
|&nbsp; \R ||align="center"| $\R$ ||&nbsp; \mathbb{R} ||&nbsp; /*the real numbers */
|-
|&nbsp; \Z ||align="center"| $\Z$ ||&nbsp; \mathbb{Z} ||&nbsp; /*the integer numbers */
|-
|&nbsp; \F ||align="center"| $\F$ ||&nbsp; \mathbb{F} ||&nbsp; /*a finite field */
|-
|&nbsp; \HH ||align="center"| $\HH$ ||&nbsp; \mathcal{H} ||&nbsp; /*a Hilbert space */
|-
|&nbsp; \bszero ||align="center"| $\bszero$ ||&nbsp; \boldsymbol{0} ||&nbsp; /*vector of zeros */
|-
|&nbsp; \bsone ||align="center"| $\bsone$ ||&nbsp; \boldsymbol{1} ||&nbsp; /*vector of ones */
|-
|&nbsp; \bst ||align="center"| $\bst$ ||&nbsp; \boldsymbol{t} ||&nbsp; /*a vector 't' */
|-
|&nbsp; \bsv ||align="center"| $\bsv$ ||&nbsp; \boldsymbol{v} ||&nbsp; /*a vector 'v' */
|-
|&nbsp; \bsw ||align="center"| $\bsw$ ||&nbsp; \boldsymbol{w} ||&nbsp; /*a vector 'w' */
|-
|&nbsp; \bsx ||align="center"| $\bsx$ ||&nbsp; \boldsymbol{x} ||&nbsp; /*a vector 'x' */
|-
|&nbsp; \bsy ||align="center"| $\bsy$ ||&nbsp; \boldsymbol{y} ||&nbsp; /*a vector 'y' */
|-
|&nbsp; \bsz ||align="center"| $\bsz$ ||&nbsp; \boldsymbol{z} ||&nbsp; /*a vector 'z' */
|-
|&nbsp; \bsDelta ||align="center"| $\bsDelta$ ||&nbsp; \boldsymbol{\Delta} ||&nbsp; /*a vector '\Delta' */
|-
|&nbsp; \E ||align="center"| $\E$ ||&nbsp; \mathrm{e} ||&nbsp; /*the exponential */
|-
|&nbsp; \rd ||align="center"| $\rd$ ||&nbsp; \,\mathrm{d} ||&nbsp; /*roman d for use in integrals: $\int f(x) \rd x$ */
|-
|&nbsp; \rdelta ||align="center"| $\rdelta$ ||&nbsp; \,\delta ||&nbsp; /*delta operator for use in sums */
|-
|&nbsp; \rD ||align="center"| $\rD$ ||&nbsp; \mathrm{D} ||&nbsp; /*differential operator D */
|-
|&nbsp; \RR ||align="center"| $\RR$ ||&nbsp; \mathbb{R} ||&nbsp; 
|-
|&nbsp; \ZZ ||align="center"| $\ZZ$ ||&nbsp; \mathbb{Z} ||&nbsp; 
|-
|&nbsp; \NN ||align="center"| $\NN$ ||&nbsp; \mathbb{N} ||&nbsp; 
|-
|&nbsp; \QQ ||align="center"| $\QQ$ ||&nbsp; \mathbb{Q} ||&nbsp; 
|-
|&nbsp; \CC ||align="center"| $\CC$ ||&nbsp; \mathbb{C} ||&nbsp; 
|-
|}