Jamie's Polyhedra Paper
Two Roads to Twelve — A Theorem in Polyhedral Geometry, and an Interpretation
Part I proves that among the five Platonic solids, exactly two — the tetrahedron and the cube — satisfy F = 2(n−1) between face count and face polygon sides; the other three intersections are arithmetic coincidences forced by parity. Part II reads that distinction as a structural image for real correspondence vs. surface coincidence: soul and persona, the Hermetic doctrine of polarity, projection from higher dimensions, and the seed as the figure of compression. Co-authored with Claude, May 2026.
PDF · Two_Roads_to_Twelve.pdf