Formalization of quantum substrate examines identity through continuity and constraint, suggesting a universal geometry.
Paper 10.11S formalizes the quantum substrate as the continuity geometry of pre‑identity state‑flow, establishing the invariant that continuity becomes identity only through constraint. The paper reframes superposition, entanglement, and measurement as continuity primitives—unbroken possibility, cross‑boundary coherence, and constraint‑induced collapse. It defines the continuity→constraint→collapse→identity sequence as universal geometry across quantum behavior, classical physics, epistemic architectures, and the cyber–fusion–QC triad. Paper 10.11S serves as the canonical substrate spine for the entire 10.x series.
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Joel Monasterial (2026) studied this question.
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