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Finite or discrete collections of geometric objects. Packings, tilings, polyhedra, polytopes, intersection, arrangements, rigidity.

5 votes
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Functionals on oriented matroids

I think the answer to your first question is "yes". Oriented matroids can be realized topologically, and I am going to use that language. (This means is that I can pretend the oriented matroid is …
Hugh Thomas's user avatar
  • 6,327
5 votes
Accepted

Counting lattice points inside a parallelepiped

I have not filled in absolutely all the details, but hopefully this is enough to be convincing. Let's let $M$ take positive integer values, and let's consider the parallelepiped: $$P'=\{x+Mtv\mid x\in …
Hugh Thomas's user avatar
  • 6,327
2 votes

What's the difference between a PL simplicial sphere and a shellable simplicial sphere?

I think the question is slightly missing the point, in a way that it may be useful to explain. Frequently, the reason you would want to show something is a shellable simplicial sphere is in order to b …
Hugh Thomas's user avatar
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0 votes
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number of affine pieces of linear interpolation of convex functions in high dimension

Let's think of choosing the values of $f$ at the grid points one grid point at a time, in such a way that the result is convex. If you work systematically through the grid points in an order so t …
Hugh Thomas's user avatar
  • 6,327