Table of uniform polychora by Bowers acronym (Meta, 12)

From Hi.gher. Space

(Difference between revisions)

Latest revision as of 22:27, 11 February 2014

The 64 uniform polychora are divided here into 33 binary asymmetric, 12 binary symmetric, 2 non-Wythoffian and 17 prismatic forms.

Source: http://os2fan2.com/jbowers.html

Binary asymmetric

	{3,3,3}	{3,3,4}	{4,3,3}	{3,4,3}	{3,3,5}	{5,3,3}	Dx
	Pen	Hex	Tes	Ico	Ex	Hi	1
rectified	Rap	(Ico)	Rit	Rico	Rox	Rahi	2
truncated	Tip	Thex	Tat	Tico	Tex	Tahi	3
sm rhombi-	Srip	(Rico)	Srit	Srico	Srix	Srahi	5
gr rhombi-	Grip	(Tico)	Grit	Grico	Grix	Grahi	7
prismatorh	Prip	Proh	Prit	Prico	Prix	Prahi	13

Binary symmetric

	bt{3,3,3}	bt{3,3,4}	bt{3,4,3}	bt{3,3,5}	Dx
	Deca	Tah	Cont	Xhi	6
sm prismato-	Spid	Sidpith	Spic	Sidpixhi	9
gr prismato-	Gippid	Gidpith	Gippic	Gidpixhi	15

Non-Wythoffian

ss{3,4,3} = Sadi

ss{3,3,5} = Gap

Prismatic

	{3,3}	{3,4}	{3,5}	{4,3}	{5,3}		CO	ID
{}p	Tepe	Ope	Ipe		Dope	r{}p	Cope	Iddip
t{}p	Tuttip	Tope	Tipe	Ticcip	Tiddip	rr{}p	Sircope	Sriddip
s{}p				Sniccip	Sniddip	ot{}p	Gircope	Griddip

@@ Line 1: / Line 1: @@
+<[#ontology [kind meta] [cats 4D Uniform Polytope Bowers_acronym]]>
+The 64 uniform polychora are divided here into 33 binary asymmetric, 12 binary symmetric, 2 non-Wythoffian and 17 prismatic forms.
+Source: http://os2fan2.com/jbowers.html
+=== Binary asymmetric ===
 {|
-|width="122"|&nbsp;||width="60"|{3,3,3}||width="60"|{3,3,4}||width="60"|{4,3,3}||width="60"|{3,4,3}||width="60"|{3,3,5}||width="60"|{5,3,3}||width="60"|Dx
+|width="120"|&nbsp;||width="60"|{3,3,3}||width="60"|{3,3,4}||width="60"|{4,3,3}||width="60"|{3,4,3}||width="60"|{3,3,5}||width="60"|{5,3,3}||width="60"|Dx
 |-
 |&nbsp;||[[Pen]]||[[Hex]]||[[Tes]]||[[Ico]]||[[Ex]]||[[Hi]]||1
@@ Line 15: / Line 21: @@
 |}
-[[Category:Uniform polychora|$]]
+=== Binary symmetric ===
+{|
+|width="120"|&nbsp;||width="60"|bt{3,3,3}||width="60"|bt{3,3,4}||width="60"|bt{3,4,3}||width="60"|bt{3,3,5}||width="60"|Dx
+|-
+|&nbsp;||[[Deca]]||[[Tah]]||[[Cont]]||[[Xhi]]||6
+|-
+|sm prismato-||[[Spid]]||[[Sidpith]]||[[Spic]]||[[Sidpixhi]]||9
+|-
+|gr prismato-||[[Gippid]]||[[Gidpith]]||[[Gippic]]||[[Gidpixhi]]||15
+|}
+=== Non-Wythoffian ===
+{|
+|width="120"| &nbsp;
+|width="120"| ss{3,4,3} = [[Sadi]]
+|width="120"| ss{3,3,5} = [[Gap]]
+|}
+=== Prismatic ===
+{|
+|width="60"|&nbsp;||width="60"|{3,3}||width="60"|{3,4}||width="60"|{3,5}||width="60"|{4,3}||width="60"|{5,3}||width="60"|&nbsp;||width="60"|CO||width="60"|ID
+|-
+|{}p||[[Tepe]]||[[Ope]]||[[Ipe]]||&nbsp;||[[Dope]]||r{}p||[[Cope]]||[[Iddip]]
+|-
+|t{}p||[[Tuttip]]||[[Tope]]||[[Tipe]]||[[Ticcip]]||[[Tiddip]]||rr{}p||[[Sircope]]||[[Sriddip]]
+|-
+|s{}p||&nbsp;||&nbsp;||&nbsp;||[[Sniccip]]||[[Sniddip]]||ot{}p||[[Gircope]]||[[Griddip]]
+|}
+__NOTOC__