Re: Re: Is there a mathematica typesetting manual for ConTeXt ?

["xiaojf" <jfxiao@sibs.ac.cn>]

======= 2005-05-14 13:31:00 You worte：=======

>xiaojf said this at Sat, 14 May 2005 19:49:02 +0800:
>
>>>The double-, triple-, and quadruple-integrals (\iiiint) are undefined in
>>>basic ConTeXt's math.
>>I must say thank you very very much!
>>
>>In fact I've been looking for \iint in ConTeXt in the last two days -_-
>>so i'll try to use \int\!\!\!\int instead of looking for a ConTeXt
>>implementation :)
>>
>>I met another problem today. Since there are not as many arrows in
>>ConTeXt as there
>>in AMS-LaTeX,I don't konw how to type the formula in the attached picture
>>which will
>>be referred in my presentation next Monday.
>
>Hello, Xiao.
>
>I'm glad I could help: I'm learning these advanced requirements as I go
>along. My personal mathematics needs are much more modest.
>
>I wouldn't give up on ConTeXt just yet. Try:
>\loadmapfile[original-ams-base]
>\starttext
>\showmathcharacters
>Note the \formula{\rightleftharpoons} and
>\formula{\upharpoonleft\!\downharpoonright}.
>\stoptext
>
>Do you know how you would code that cycle in (AMS)LaTeX?
Hi,
I  can code the cycle in ConTeXt,but it's too ugly and I will try to improve it.
here is my code:

\starttext
\placeformula
\startformula
\matrix{A+B&{\Delta G_1\atop\rightleftharpoons}&AB\cr
\Delta G_3\!\!\upharpoonleft\!\downharpoonright&&
\upharpoonleft\!\downharpoonright\!\!\Delta G_4\cr
A'+B&{\rightleftharpoons\atop\Delta G_2}&A'B\cr}
\stopformula
\stoptext

There is a similar example in "The TeXbook"(example 18.46).
You can try the follow code:

$$\def\normalbaselines{\baselineskip20pt
\lineskip3pt \lineskiplimit3pt }
\def\mapright#1{\smash{
\mathop{\longrightarrow}\limits^{#1}}}
\def\mapdown#1{\Big\downarrow
\rlap{$\vcenter{\hbox{$\scriptstyle#1$}}$}}
\matrix{&&&&&&0\cr
&&&&&&\mapdown{}\cr
0&\mapright{}&{\cal O}_C&\mapright\iota&
\cal E&\mapright\rho&\cal L&\mapright{}&0\cr
&&\Big\Vert&&\mapdown\phi&&\mapdown\psi\cr
0&\mapright{}&{\cal O}_C&\mapright{}&
\pi_*{\cal O}_D&\mapright\delta&
R^1f_*{\cal O}_V(-D)&\mapright{}&0\cr
&&&&&&\mapdown{\theta_i\otimes\gamma^{-1}}\cr
&&&&&&\hidewidth R^1f_*\bigl({\cal O}
_V(-iM)\bigr)\otimes\gamma^{-1}\hidewidth\cr
&&&&&&\mapdown{}\cr
&&&&&&0\cr}$$

Since i'm just a newbie of TeX, I don't really understand the first a few lines
of the solution. I still need some learning and practice :)

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　　　　　　　　xiaojf
　　　　　　　　jfxiao@sibs.ac.cn
　　　　　　　　　　2005-05-14