Navajo Diphthong Manifolds
Abstract
We present a rigorous categorical and topological formalization of Navajo diphthongs as sectors in a complex phonological manifold, extending the Stokes-theoretic approach to semantic energy transitions.
Utilizing functorial mappings (S: Shape → Relational Viscosity), relational twists (ɸ), and Ricci-flow optimized metrics, we demonstrate computable homorupt thresholds, categorical limits, and master-state conditions.
The work establishes a bridge between pure mathematics, applied phonology, and computational cognition, with minimal lambda calculus and Lisp implementations for functionals, functors, and morphism flows.
Stokes-Categorical Functorial Analysis of Navajo Diphthong Manifolds
Coach . Taj . Intention . Lisp . turbulence . intelligence . tj-coulon . troy . beyond . allusive . p-vs-np . Pure . Musical . Visual . Direct .