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- | The '''triangular torus''', or torapyramid, can be defined as ''circle # triangle''. Since the torus product is not uniquely defined in this case, it is debatable whether it is actually a tapertope.
| + | #redirect [[Rotope#First occurences]] |
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- | However, [[CSG Notation]] defines the triangular torus as a triangle [[lathe]]d in such a way that the bases of all the triangular [[radial slice]]s lie in the same plane:
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- | http://invhost.com/share/torapyramid.png
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- | {{Polyhedra}}
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- | {{Rotopes}}
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Latest revision as of 17:19, 28 November 2009
- redirect Rotope#First occurences