September 14, 2026Open Access
A Twelve‑Dimensional Ontological Manifold with Post‑Dimensional Completion, Exhaustion Structures, and the Unified Carlo Meta‑Ontic Operator
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Implication
Theoretical framework demonstrates a twelve-dimensional ontological manifold and reflexive operator cycle, suggesting a mathematical architecture for self-terminating and recursive modal systems.
Key Points
- To establish a formal mathematical and philosophical architecture for a self-generating, reflexive meta-ontic operator capable of governing modal domains within a twelve-dimensional manifold.
- Formulated a closed, reflexive operator system cycling through generation, evaluation, collapse, completion, termination, and restart states.
- Modeled multi-dimensional tension structures—including collapse, totality, and exhaustion—governing fundamental informational units termed glyphs.
- Developed an interactive 3D WebGL runtime using Three.js to simulate manifold topologies and recursive thirteenth-dimensional folding.
- Defined the Unified Carlo Operator acting on emptiness to generate a complete, self-sustaining modal cycle spanning logic, mathematics, and cosmology.
- Established meta-ontic closure at a singularity where all constituent modal and existential layers unify into the core operator.
- Demonstrated recursive dimensional folding via a thirteenth dimension that enables the system to collapse its own collapse dynamics.
Cite This Study
Matthew Arthur Carlo (2026) studied this question.