Cool try :)
I believe first make something like this in plan 2D/3D then adapt that to the 3D space ;) http://moi3d.com/forum/messages.php?webtag=MOI&msg=2352.1
With a Penrose tiling of course:)

comprends rien mais c'est très sympa :)

@PaQ
le truc rigolo c'est que cela pave le plan de motifs non périodiques alors que l'on utilise toujours les deux même petits modules!)

The funny thing is that tiling the plan with no periodic pattern with only two same little modules!)

@PaQ
it is a tassellazione of the space that leaves from mathematical rules, the Gold Section,
and by means of details combinations it affords to fill up the space -in synthetic way-
I send a more explanatory example ,I hope-
al

Some constructions :) (2 forms linked for play with it inside Moi) :)

A cool result : TopMod accepts the Ngones! (format OBJ)
http://www.topmod3d.org/

My Friends
This is one 3d/ combination
best
al

Hi Pilou,

How do you generate this image ?
http://tilings.math.uni-bielefeld.de/Files/Penrose_patch_0.gif

@ PAQ It's not me!...
But in the past when I was a basic coder on Atari, very long time ago :) just draw with randomize the images' forms shown on the first post
The trick was to draw it at the good intersection's point! ;)
Like this one :) (it don't use the same trick :)
Bob http://stephencollins.net/penrose/
this one is made by me with the program Bob above! :)


This one is more powerful
An astonishing Penrose Program !
http://www.westmaster.com/zidek/research/

Bonjour Frenchy Pilou et PAQ,

Here are some links for tessellations :

http://forum.worldofescher.com/
http://www.cromp.com/tess/home.html
http://www.k4.dion.ne.jp/~mnaka/work.html and, some 3D, http://www.k4.dion.ne.jp/~mnaka/layerd.html
http://www.clarku.edu/~djoyce/wallpaper/seventeen.html

en français :
http://ens.math.univ-montp2.fr/SPIP/irem/archi/mathtxt/pavsom.php
http://pagesperso-orange.fr/therese.eveilleau/pages/jeux_mat/textes/chinoisF.htm

@ Minc : Thx! cool periodic tilling!

Here a Lino maker :) http://www.protozone.net/ASHOCK/AJLino.html
A funny circle one http://www.geocities.com/SoHo/Exhibit/8033/room/circle2/mcircle.html

See the Art part! http://www.dartmouth.edu/~matc/math5.pattern/syllabus.html

About Penrose Tiling ;)
http://www.ics.uci.edu/~eppstein/junkyard/penrose.html !!!

An astonishing penrose Program !
http://www.westmaster.com/zidek/research/

And this fascinating Muqarnas !!! http://www.tamabi.ac.jp/idd/shiro/muqarnas/default.htm

Have fun Tiling!

PS Don't miss this true gem!!! 2 progs: one online bottom page for conform deformation with formula
and the other : the incredible Knots bag
(scrool the page for see magnificious images of the prog!
http://pagesperso-orange.fr/hypatiasoft/F_index.html french
http://pagesperso-orange.fr/hypatiasoft/index.html english



Here the Zbrush.fr Home page image with the Online Conform deformation (repeat 5 times) :)
Amazing is't it?


Here the Moi Home Page :) All with the formula Z^2*3 repeat sometimes :)