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Original Usenet message from alt.ascii-art, 13 Jun 1997.
Re: HyperCube (Diamond Explained)

Re: HyperCube (Diamond Explained)

<The tesseract, or hypercube, has
<-4 dimensions,
<-16 vertices -OK so far-,
<- 32 edges, not 30 (not too hard to see; you have 12 edges in the cube
<you begin with, another 12 edges in the cube you end with, and eight
<edges connecting each vertex in the first cube with its homologue in
<the second cube)
<-24 faces, not 18 (again, 6 faces in cube 1 plus 6 faces in cube 2,
<plus 12 faces connecting each edge of cube 1 with its homologue in
<cube 2)
<-and last but not least, 8 cubical "faces" (cube 1, cube 2, and 6
<cubes connecting each face of cube 1 with its homologue in cube 2)

Ah!  Thank you Frank, I can't count very well, I'm afraid.  Never 
thought of the cubical "faces"... very cool!  Would a 5th dimensional 
hypercube then have 24 cubical "faces" and 8 hypercubical "faces"?  
These things get complicated quickly!
-- 
 ----       __  __ () _ _ __    __  _  _ __ __   ___ ___       o      
| \_|_\    |  \/  |--| '(| =|  |  \| |/o \ " /|_/ O | O )        ()  o
|_|_| |    |_\__/_|__|_|_|__|  |_|\__|_/\_|_|___|__/|_\_\     o_/||\/ 
 \|__\|  Michael Naylor, mna...@math.fsu.edu, (904) 644-8433   _/\_

Original message headers
X-Google-Language: ENGLISH,ASCII-7-bit
X-Google-Thread: f996b,aed89f7a2fcf37e8
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From: Michael Naylor <mna...@garnet.acns.fsu.edu>
Subject: Re: HyperCube (Diamond Explained)
Date: 1997/06/13
Message-ID: <33A...@garnet.acns.fsu.edu>#1/1
X-Deja-AN: 248103395
References: <339...@garnet.fsu.edu> <juo...@g-grids.demon.co.uk> <mar...@news.ricochet.net> <339...@garnet.fsu.edu> <z4p...@g-grids.demon.co.uk> <339...@news.idecnet.com>
Organization: Florida State University
Reply-To: mna...@garnet.acns.fsu.edu
Newsgroups: alt.ascii-art
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