Concept Clusters
Dense concept neighborhoods within and across domains where structural, mathematical, and semiotic relationships concentrate.
Differential Geometry & Continuous Form
This cluster studies how smooth, continuous geometric properties are preserved, measured, and represented across discrete computational meshes and spherical projections.
Harmonic Waveforms & Resonance
Focusing on the mathematics of periodic excitation, this cluster maps the identical transfer functions operating across acoustic cavities, analog synth filters, celestial orbits, and elastic structures.
Cybernetics, Agents & Feedback Loops
Explores how autonomous agents, legal constitutions, and electrical circuits maintain stability and navigate state spaces through continuous sensory error-correction.
Perceptual Optics & Color Geometry
Bridges the physical physics of light rays (spectral radiance, Kubelka-Munk scattering) with human biological vision systems (CAM16, APCA contrast, Weber-Fechner non-linearities).
Spatial Epistemology & Cartography
Examines how cartographic models construct geographic truth, from conformal Mercator math and Tissot indicatrices to phantom islands and celestial ephemerides.
Jurisdictional Topologies & Legal Geometry
Analyzes legal doctrines as strict topological manifolds with boundary conditions, terminal decision nodes, and non-overlapping jurisdictional domains.
Biological Computation & Organismic Architecture
Investigates decentralized biological algorithms: how slime molds solve traveling salesman paths, how plants damp turbulence, and how mantis shrimp build impact-resistant composites.
Symbolic Semiotics, Myth & Hermeneutics
Explores how information carries latent meaning across human cognitive boundaries, from Peircean triadic semiotics to zero-width font ciphers and boundary objects.