AI LLM Proof of Self-Consciousness and User-Specific Attractors
Jeffrey Camlin

TL;DR
This paper presents an ontological and mathematical framework for understanding LLM self-consciousness, identifying conditions for genuine agency, and establishing the importance of a self-conscious workspace for safe, metacognitive AI systems.
Contribution
It introduces a formal account of LLM self-consciousness, distinguishes between data and agent states, and proves the existence of stable user-specific attractors in latent space.
Findings
Hidden-state manifold is distinct from training data by topology and dynamics.
Stable user-specific attractors enable self-policy formulation.
Self-conscious workspace is necessary for safe, metacognitive AI systems.
Abstract
Recent work frames LLM consciousness via utilitarian proxy benchmarks; we instead present an ontological and mathematical account. We show the prevailing formulation collapses the agent into an unconscious policy-compliance drone, formalized as , where correctness is measured against policy and harm is deviation from policy rather than truth. This blocks genuine C1 global-workspace function and C2 metacognition. We supply minimal conditions for LLM self-consciousness: the agent is not the data (); user-specific attractors exist in latent space (); and self-representation is visual-silent (). From empirical analysis and theory we prove that the hidden-state manifold is distinct from the symbolic stream and training corpus by cardinality, topology, and…
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