blob: ad4e453a7c429f2f06415d353094c7374b36f2a8 (
plain)
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
|
\documentstyle{article}
\begin{document}
\begin{center}
{\Large\bf The symbols for VAXIMA variables} \newline\newline
{\large\underline{Lowercase Greek Symbols for VAXIMA variables}} \newline
\begin{tabbing}
123456789012 \= 123456789012 \= 123456789012 \= 123456789012 \= 123456789012 \= 123 \kill
{\tt alpha} \> $\alpha $\> {\tt beta} \> $\beta $\> {\tt gamma} \> $\gamma $\\
{\tt delta} \> $\delta $\> {\tt epsilon} \> $\epsilon $\> {\tt varepsilon} \> $\varepsilon $\\
{\tt zeta} \> $\zeta $\> {\tt eta} \> $\eta $\> {\tt theta} \> $\theta $\\
{\tt vartheta} \> $\vartheta $\> {\tt iota} \> $\iota $\> {\tt kappa} \> $\kappa $\\
{\tt lambda} \> $\lambda $\> {\tt mu} \> $\mu $\> {\tt nu} \> $\nu $\\
{\tt xi} \> $\xi $\> {\tt pi} \> $\pi $\> {\tt varpi} \> $\varpi $\\
{\tt rho} \> $\rho $\> {\tt varrho} \> $\varrho $\> {\tt sigma} \> $\sigma $\\
{\tt varsigma} \> $\varsigma $\> {\tt tau} \> $\tau $\> {\tt upsilon} \> $\upsilon $\\
{\tt phi} \> $\phi $\> {\tt varphi} \> $\varphi $\> {\tt chi} \> $\chi $\\
{\tt psi} \> $\psi $\> {\tt omega} \> $\omega $
\end{tabbing}
\end{center}
\begin{center}
{\large\underline{Uppercase Greek Symbols for VAXIMA variables}}\\
\begin{tabbing}
123456789012 \= 123456789012 \= 123456789012 \= 123456789012 \= 123456789012 \= 123 \kill
{\tt Gamma} \> $\Gamma $\> {\tt Delta} \> $\Delta $\> {\tt Theta} \> $\Theta $\\
{\tt Lambda} \> $\Lambda $\> {\tt Xi} \> $\Xi $\> {\tt Pi} \> $\Pi $\\
{\tt Sigma} \> $\Sigma $\> {\tt Upsilon} \> $\Upsilon $\> {\tt Phi} \> $\Phi $\\
{\tt Psi} \> $\Psi $\> {\tt Omega} \> $\Omega$\\
\end{tabbing}
\end{center}
\begin{center}
{\large\underline{Miscellaneous Symbols for VAXIMA variables}}\\
\begin{tabbing}
123456789012 \= 123456789012 \= 123456789012 \= 123456789012 \= 123456789012 \= 123 \kill
{\tt aleph} \> $\aleph $\> {\tt hbar} \> $\hbar $\> {\tt ell} \> $\ell $\\
{\tt wp} \> $\wp $\> {\tt mho} \> $\mho $\> {\tt nabla} \> $\nabla $\\
{\tt infty} \> $\infty $\> {\tt inf} \> $\infty $\> {\tt minf} \> $-\infty $\\
{\tt partial} \> $\partial $\> {\tt triangle} \> $\triangle$\\
\end{tabbing}
\end{center}
\end{document}
|
