Quelltext der Seite Tangramoids



== Reference ==
Samuel Verbiese: [[Tangramoids]]. In: [[Bridges 2003]]. Pages 245–252 

== DOI ==

== Abstract ==
This paper describes in a rather epistemological way the genesis of a class of three-dimensional objects that feature
views of flat figures organized with the seven pieces of the Chinese Tangram puzzle, when looked at from certain
privileged directions, and therefore called tangramoids. A subclass is considered here, where the objects are
structures assembled from plane, generally opaque, polygons. The objects can either be closed (irregular
polyhedra) or open (when not all edges of polygons are adjacent to others). The tangramoids discussed here are
further limited to feature plan views of the generic square Tangram figure, and of Tangram figures involving a
square made of the five smaller pieces. Finally, mainly instances displaying a characteristically pleasing symmetry
are discussed. They are represented in space as sculptures or in the plane as graphical works including interactive
computer renderings.

== Extended Abstract ==

== Bibtex == 

== Used References ==
[1] Joost Elffers, Tangram, the ancient Chinese shapes game, Penguin Books, 1976.

[2] S. Verbiese, The tangramoid, transgression for the Tangram, Sculpture Competition 2001, ffiGE-
BIM!ABA, Brussels.

[3] http://www.polydron.com

[4] http://www.zometool.com

[5] http://www.geomview.org

[6] http://www.javaview.de

[7] http://www.pims.math.calknotplotl

[8] http://www.vorthmann.org/zome/


== Links ==
=== Full Text === 
http://archive.bridgesmathart.org/2003/bridges2003-245.pdf

[[intern file]]

=== Sonstige Links ===
http://archive.bridgesmathart.org/2003/bridges2003-245.html