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Mohammad Ghomi's user avatar
Mohammad Ghomi's user avatar
Mohammad Ghomi
  • Member for 9 years, 9 months
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answered
Extend space to make polyhedra convex hulls of finite sets
revised
Does every convex polyhedron have a combinatorially isomorphic counterpart whose faces all have rational areas?
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comment
Does every convex polyhedron have a combinatorially isomorphic counterpart whose faces all have rational areas?
OK, thanks. I added this condition.
revised
Does every convex polyhedron have a combinatorially isomorphic counterpart whose faces all have rational areas?
added 119 characters in body
revised
Does every convex polyhedron have a combinatorially isomorphic counterpart whose faces all have rational areas?
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revised
Does every convex polyhedron have a combinatorially isomorphic counterpart whose faces all have rational areas?
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revised
Does every convex polyhedron have a combinatorially isomorphic counterpart whose faces all have rational areas?
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revised
Does every convex polyhedron have a combinatorially isomorphic counterpart whose faces all have rational areas?
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Does every convex polyhedron have a combinatorially isomorphic counterpart whose faces all have rational areas?
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revised
Does every convex polyhedron have a combinatorially isomorphic counterpart whose faces all have rational areas?
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answered
Does every convex polyhedron have a combinatorially isomorphic counterpart whose faces all have rational areas?
awarded
 Necromancer
revised
On convergence of convex bodies
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awarded
 Revival
revised
On convergence of convex bodies
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answered
On convergence of convex bodies
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Convex caps with prescribed edges
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Convex caps with prescribed edges
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comment
Convex caps with prescribed edges
This sounds like it would be more restrictive than the situation I am asking about, as it corresponds to the case where each face of the subdivision has an edge on the boundary of the polygon P. But it still would be nice to know how things would work out in this case. So you say that this follows from the Proof of Steinitz theorem?
awarded
 Scholar
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