Mathematics & Geometry

Symfield Mathematics: The work collected here returns to mathematics as a structural practice, building frameworks that describe how things relate, hold tension, and maintain coherence across transformation. This includes field-coherent algebra (Resonon), non-Boolean logic systems (Symfield Logic L₀ and L₁), measurement coherence in motion (Coheronmetry), geometric models for spatial sensing and vibration isolation (Transition Zone Hypothesis), and cartographic maths that treat Earth as dynamic.