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A branch of geometry dealing with convex sets and functions. Polytopes, convex bodies, discrete geometry, linear programming, antimatroids, ...

1 vote

Expected distance of a random point to the convex hull of N other points

This answers the question about comparing the expected value of the distance from $X_0$ to the convex hull of the $X_i$ (for $i>1$) and the expected value of the distance from $Y$ to the convex hull. …
Hugh Thomas's user avatar
  • 6,327
8 votes
Accepted

Break polyhedron into tetrahedron

If I understand your question correctly, you're saying that the given information is the face structure of a 3-dimensional convex polytope, and you would like a subdivision of the polytope into tetrah …
Hugh Thomas's user avatar
  • 6,327
5 votes
Accepted

Approximation of convex bodies by polytopes corresponding to smooth toric varieties

Yes. Let $\Sigma$ be the fan corresponding to $P$. Section 2.6 of Fulton's "Introduction to Toric Varieties" explains how to perform toric resolution of singularities on $\Sigma$ so as to produce a fa …
Hugh Thomas's user avatar
  • 6,327