#Non Euclydina Geometry
14-Nov-93 18:43:59
Sb: #Non Euclydina Geometry
Fm: James Coulter[Mindscape] 73670,677
To: David Taffet 70473,3052
David,
This is a reply to a message that has probably since scrolled — I'm just now
getting to it.
Your problem was to create a set of cones which meet the following criteria:
1) The cones share a common "tip".
2) The "sides" of the cones are tangent.
3) The "bases" of the cones approximate a shpere.
Geometry is my forte, so without going into detail, here is one
possible model of thought. Consider a geometic die or approximated
sphere. If the base of your cone was inscribed in a polygon of the
geo die, the conditions of your problem would be satisfied. The rest
is just math. If you like I can elaborate.