4 papers
Densities of arithmetic Hecke triangle group orbits
Samantha Fairchild, Christopher R. H. Hanusa
We give new proofs computing the asymptotic densities for orbits of the arithmetic Hecke triangle groups when and . We use elementary number theory techniques alo…
Permutation Flows I: Triangulations of Flow Polytopes (Research Announcement)
Rafael S. González D'León, Christopher R. H. Hanusa, Martha Yip
We introduce a new broadly unifying family of combinatorial objects, which we call permutation flows, associated to an acyclic directed graph together with a framing . This…
A Triangulation of the Flow Polytope of the Zigzag Graph
Rachel Brunner, Christopher R. H. Hanusa
We show that the dual graph of the triangulation of the flow polytope of the zigzag graph adorned with the length-reverse-length framing is a subgraph of a grid graph. Through Més…
Applying the Iterative Development Process: The Creation of Fractal Emergence
Christopher R. H. Hanusa, Eric Vergo
The iterative development process is a framework used to design products and applications across a wide range of domains. It centers around building prototypes, testing them, and u…