 Stromquist–Woodall theorem

The Stromquist–Woodall theorem is a result in combinatorial mathematics, particularly in the area of combinatorial geometry. It deals with the relationship between sets of points in space, often focusing on properties such as convex hulls, visibility, and other geometric configurations. To be more specific, the theorem addresses the conditions under which a certain configuration of points in a finite-dimensional space can be partitioned or arranged in a particular way, and it often involves the properties of convex sets.