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Enumerative combinatorics, graph theory, order theory, posets, matroids, designs and other discrete structures. It also includes algebraic, analytic and probabilistic combinatorics.
5
votes
Solution to Erdos-Ulam problem
The error is in this sentence:
As a circle with its centre on the Base Plane, $T_{n-1}$ will have at least two points on the Base Plane.
Circles in an ambient space of more than three dimensions don …
8
votes
Tiling with ten-fold symmetry and (unoriented) Penrose tiles?
If you impose no other restrictions, something like this works just fine:
For a slightly more complicated variant incorporating both tile shapes:
5
votes
Tiling planar integer lattice by finite point sets
Every such $S$ has a periodic tiling, in which finitely many disjoint copies form a set with one representative for each translate of some discrete lattice $L$ - see Bhattacharya 2016 or Greenfeld and …
3
votes
On cutting tetrahedrons into mutually congruent pieces
This MSE question exhibits two non-regular tetrahedra which can be decomposed into 8 smaller copies congruent to themselves; this yields $8^n$ for any $n$.