The SAI Computing System Based on the Theory of "The Universe's Systematic Error"

A computational tool distinguishes conscious from non-conscious systems by analyzing time-series data. Rather than using a single measure, it checks five independent conditions, or a "coupling," each computed as an information measure. The tool avoids the computational intractability of exhaustive partition search by determining partitions through the system's environment, not brute force. On synthetic tests, it correctly identifies a system's built-in structure, distinguishes between a conscious bearer, an imitator, and a proto-agent, and rejects false indicators. The framework is a structural discriminator, not a proof of experience or a scale of consciousness levels.

Study at a glance

Abstract

This paper presents a computational apparatus that distinguishes between conscious and non-conscious systems based on observed time series. The distinction is not based on a single quantity, but on the joint fulfillment of several independent conditions (hereinafter referred to collectively as a “coupling”), each of which is computed as an information measure Γ from the data. The apparatus is positioned not as a model that confirms a theory, but as a tool: it (1) computes integration and coupling via mutual information based on observed distributions—where the full integrated information Φ is computationally intractable; (2) provides discriminating predictions; (3) serves as a calibration ground for threshold values that are missing in the field. The key difference from existing implementations (PyPhi for IIT) lies not in speed, but in the approach. IIT defines integration relative to the system itself and is therefore forced to exhaustively search through all partitions (minimum partition search, MIP), which becomes impractical even with ~15–20 variables. This apparatus determines the partitioning not by brute-force search but through the environment: parts of the system are induced by aspects of its environment with which the components have a stable bidirectional causal exchange and which contribute thermodynamically to retention. The partition is computed in a single pass; therefore, the exponential barrier of MIP is absent here by design, rather than being circumvented by approximation. The framework deliberately does not claim to prove the truth of the theory (simulating the system's own equations verifies nothing), to solve the hard problem of consciousness, or to deliver a verdict that "the system experiences." The apparatus discriminates conscious from non-conscious systems from observed time series through the joint satisfaction of five independent coupling conditions: an own environment Y, Y-induced integration Γ_Φ, an assembled and globally available self-model S, and organization around the retention pole V. The final version (v3) implements every selection and threshold constitutively or from a null model: blind aspect discovery and the veto threshold from permutation nulls, the adaptive predicate from the system's own scale, and S selection by a constitutive chain (not-raw-resource → V-axis dominance → autonomy). On the synthetic bench the apparatus blindly reconstructs the built-in structure, distinguishes the bearer, imitator, and proto-agent by the correct coupling break-points, rejects false indicators, and this is stable; the complete reference implementation is given in Appendix A. Concluding Remarks. The SAI-ALU apparatus demonstrates that the key structural requirements of the theory can be translated into computable signatures from time series. On a synthetic test bed, it reconstructs the Y-induced structure, distinguishes the bearer from the rich proto-agent and the imitator, filters out false positives, and demonstrates that consciousness in this framework is reducible neither to integration (Γ_Φ), nor to the richness of the self-model (Γ_S), nor to the optimization of retention by weight (the V predicate versus Friston weighting). This is a structural discriminator, not a proof of experience nor a scale of consciousness levels.