Computational Model of Noumena: From State Zero to the Algebraic Spectrum of Intelligence

This work presents a computational model of intelligence that begins where Kant’s Critique of Pure Reason leaves a structural gap. Kant’s framework recognizes the spontaneity of intelligence but restricts its self-knowledge to temporal appearance. Here, I argue that intelligence must be understood as its own noumenon — a self-intelligible structure. Using algebraic formulations of state zero, oscillatory wave functions, and transcendental folds, the paper transforms metaphysical limits into computable dynamics of time and intensity. The project situates philosophy alongside mathematics, proposing a systematic unity that extends beyond Kant’s categories. Published as part of the Deep Objekt — General Intelligence Modeling Unit series, this text contributes to the development of architectures for general intelligence and metaphysical computation.