[OS X TeX] Asymptote tutorial?
William Slough
wslough at gmail.com
Sat Apr 20 19:34:59 CEST 2013
There was a talk by Michael Doob and Jim Hefferon at last summer's TeX
Users Group that might be helpful. See:
http://tug.org/TUGboat/tb33-2/
William Slough
Mathematics and Computer Science Department
Eastern Illinois University
600 Lincoln Avenue
Charleston, IL 61920
On Sat, Apr 20, 2013 at 12:08 PM, J. McKenzie Alexander <jalex at lse.ac.uk>wrote:
> Hello,
>
> Does anyone know of there any detailed tutorials for Asymptote available
> online? I've found the following web resource:
>
>
> http://www.artofproblemsolving.com/Wiki/index.php/Asymptote_%28Vector_Graphics_Language%29
>
> but, aside from that, all I have is the full Asymptote manual, which isn't
> particularly easy-going for a novice...
>
> The problem I'm trying to solve arises from the following diagram, which
> illustrates a neighborhood of a point on the unit 2-simplex. I'm trying to
> figure out how to transform the labels U and \sigma so that they are drawn
> in the plane of the simplex. (The way it's done now looks weird if you
> rotate the diagram to a different perspective in Adobe Reader.)
>
> \begin{asy}
> import three;
> import graph3;
> unitsize(1cm);
> size(4.5cm);
> currentprojection=orthographic(5, -2, 3);
> xaxis3( Label("$s_1$"), 0, 1.25, Arrow3);
> yaxis3( Label("$s_2$"), 0, 1.25, Arrow3);
> zaxis3( Label("$s_3$"), 0, 1.25, Arrow3);
>
> path3 simplex = (1,0,0)--(0,1,0)--(0,0,1)--cycle;
> draw( surface(simplex), gray+opacity(.5) );
> draw( simplex );
> draw( circle((.3,.4, .3), .2, (1,1,1)), linetype( new real[] {4,4}) );
> dot( (.3,.4,.3) );
> label("$\sigma$", (.3,.4,.3), S );
> label( "$U$", (.27,.27,.46), N );
> \end{asy}
>
> Cheers,
>
> Jason
>
> --
> Dr J. McKenzie Alexander
> Department of Philosophy, Logic and Scientific Method
> London School of Economics and Political Science
> Houghton Street, London WC2A 2AE
>
> Please access the attached hyperlink for an important electronic
> communications disclaimer: http://lse.ac.uk/emailDisclaimer
>
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