Picturing Automorphisms of the Fano Plane

Year: 2025 Authors: H. A. Verrill

Core claim

A Hamiltonian path on a Cayley graph of the Fano plane automorphism group can produce an artistic animation of all 168 automorphisms on the Klein quartic.

Topics

Fano plane, automorphism group, Klein quartic, Hamiltonian path, animation

Domains

finite geometry, group theory, projective geometry, graph theory, mathematical visualization, generative art, animation, digital media

Methods

Cayley graph traversal, Hamiltonian path, combinatorial enumeration, visual mapping

Media

WebGL, animation, colored line arrangements, Klein quartic

Source status

This page publishes metadata and extracted analytical signals only. Raw PDF and full OCR text are kept local for now.