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Building a quantum superposition of conscious states with integrated information theory

Kelvin J. McQueen, Ian T. Durham, Markus P. Mueller

arXiv Preprint Archive September 25, 2023 via arXiv

Summary

AI-generated from the abstract

A quantum superposition of consciousness, as in Wigner's friend thought experiment, may be possible under integrated information theory (IIT). IIT treats consciousness as a measurable quantity, integrated information (Φ), so a system's consciousness equals its Φ. Using the latest IIT formalism (IIT4.0), the authors analyze the simplest nonzero-Φ system, a feedback dyad, and propose a circuit putting it into a superposition of states. This would correspond to a superposition of conscious states, called "Schrödinger's dyad." Either IIT is false or the dyad is conscious and easily superposed. The simplest consciousness-collapse model predicts this superposition is unstable, collapsing at a rate determined by differences between the superposed conscious states.

Study at a glance

Characteristics Theoretical or philosophical paper Peer reviewed
Keywords Quantum cognition Quant-ph consciousness Consciousness theory Information integration Quantum states
Key finding Either integrated information theory (IIT) is false or the simplest nonzero-Φ system (a feedback dyad) is conscious and can be put into a superposition of conscious states.

Abstract

Could there be a quantum superposition of consciousness, as in the Wigner's friend thought experiment? The integrated information theory (IIT) of consciousness has turned this into a well-defined question. According to IIT, consciousness is a measurable physical quantity given by integrated information ($\Phi$), such that the amount of consciousness in a system corresponds to its amount of $\Phi$. We use the most recent IIT formalism (IIT4.0) to analyze the simplest non-zero $\Phi$ system known as a feedback dyad. We then propose a circuit that puts the dyad into a superposition of states which, according to IIT, would correspond to a superposition of conscious states. We refer to this as "Schr\"odinger's dyad". We therefore show that either IIT is false or the simple dyad is conscious and can easily be put into a superposition of conscious states. We then identify the simplest possible consciousness-collapse model, which predicts that this superposition is unstable and collapses at a rate determined by a measure of difference between the superposed conscious states. Our analysis will enable us to make a number of key observations about the general structure of integrated information theory (IIT2.0, IIT3.0, IIT4.0, and QIIT) and the general structure of consciousness-collapse models.

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