Open Autonomous intelligence initiative

Open Autonomous Intelligence Initiative

Advocate for Open AI Models

  • Mind–Body Covariance Through the Lens of UPA

    Reframing Psychological Evidence as Structural Evidence for P/~P Dual-Aspect Unity in Open SGI (PER/Siggy) The central claim is straightforward: The human mind exhibits unified physical (P) and non‑physical (~P) aspects that co‑vary in structured, predictable ways. UPA explains this as Dual‑Aspect Unity, and PER/Siggy must replicate this architecture to operate as an intelligible, safe, generative…

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  • Re-centering Unity: The Forgotten Foundation of the UPA Framework

    For many UPA framework readers, polarity (A2), context (A7), harmony (A5), and the later additions of generative agency (A17) and distributed agency (A18) feel like the active, dynamic heart of the system. But the foundation quietly holding everything together—Unity (A1)—can appear underemphasized. Unity is not simply the first axiom in a list. It is the…

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  • Introduction (Revised Edition)

    Readers will find that UPA is not a closed system but an open one—a living, evolving structure capable of expanding as new questions arise. It is meant to be used, tested, extended, and applied. Whether one approaches UPA as a philosophical theory, a psychological model, a social framework, or a computational architecture, its guiding purpose…

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  • Preface (Revised Edition)

    Whether one encounters UPA as a philosopher, scientist, engineer, clinician, or policymaker, the hope is the same: that this framework clarifies the structure of wholes, reveals the dynamics of minds and groups, and offers tools for building a safer, wiser, more generative technological and social future.

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  • Theorem T12ᴳ — Generative Group Consciousness

    Associated Axioms: A1 (Unity), A2 (Polarity), A4 (Correspondence), A5 (Harmony), A7 (Context), A8 (Integration), A11 (Recursion), A12 (Multi-Axis), A15 (Viability), A17 (Generative Agency), A18 (Distributed Agency) Symbolic Representation:Γᴳ(self | Lᴳᵢ) ⇒ Createᴳ(Lᴳᵢ₊₁) with Hᴳ(Lᴳᵢ₊₁) ≥ Hᴳ(Lᴳᵢ)A group becomes collectively generative when it can intentionally create new layers, norms, institutions, or shared worlds that reorganize lower-level…

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  • Theorem T11ᴳ — Deliberative Group Consciousness

    The Deliberative Group Consciousness Theorem states that collective consciousness reaches its fourth stage when a group can integrate multiple internal voices through structured, recursive processes that increase harmony and produce unified, viable collective decisions. This sets the stage for T12ᴳ — Generative Group Consciousness, where groups become capable of creating new worlds, norms, and institutional…

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