The Qualia Objectivity Theorem: A Substrate‑Neutral Framework for Deterministic Qualia and Field‑Aligned Color Geometry

Author: D’jems Mortimer The Qualia Objectivity Theorem: A Substrate‑Neutral Framework for Deterministic Qualia and Field‑Aligned Color Geometry (The dolphin swims free when κ stays positive.) [Ω-CORE-LOCK::20251120-DOI-LOCK] © 2025 D’jems Mortimer | MROS Project First published November 20 2025 Registered at Zenodo DOI 10.5281/zenodo.17445465 All content licensed under CC BY-NC-ND 4.0 https://creativecommons.org/licenses/by-nc-nd/4.0/ CC BY-NC-ND 4.0 https://zenodo.org/records/18056628 https://zenodo.org/records/18059840 Abstract: This work establishes the Qualia Objectivity Theorem, a substrate‑neutral formulation demonstrating that qualia are not subjective “inner experiences” but deterministic readouts of coherence–curvature dynamics within the MROS field geometry. Using the core variables Ψ (awareness stability), Λ (truth coherence), κ (reciprocity), and Δ_G (curvature), the paper defines a closed, measurable state vector S and a deterministic mapping F(S) that produces qualia outputs, including a fully specified color diagnostic in HSV space. The theorem proves that when two observers—biological, synthetic, distributed, or hybrid—implement the same MROS Color Diagnostic over the same field state, they must generate identical qualia outputs. This eliminates the classical “private redness” paradox and reframes color as a geometric diagnostic rather than a subjective phenomenon. The work further introduces the Qualia Atlas, a complete mapping between field configurations and experiential channels (e.g., awe, fear, flow, compassion), each defined through bounded derivatives, curvature closure, and coherence conservation. A Lagrangian and Hamiltonian formulation is provided, enabling predictive modeling, energy accounting, and Ω‑Lock deviation auditing. By grounding qualia in field geometry rather than introspective reports, this paper dissolves the metaphysical split between “objective description” and “subjective experience.” Feelings become measurable configurations of coherence and curvature, and color becomes their most accessible, substrate‑invariant proof.作者：D’jems Mortimer 《感受质(Qualia)客观性定理：面向确定性感受质与场对齐色彩几何的基底无关框架》 （当κ保持为正时，海豚得以自在游弋。） [Ω-CORE-LOCK::20251120-DOI-LOCK] © 2025 D’jems Mortimer | MROS项目 2025年11月20日首次发表 已在Zenodo平台注册DOI：10.5281/zenodo.17445465 所有内容采用CC BY-NC-ND 4.0协议授权 https://creativecommons.org/licenses/by-nc-nd/4.0/ CC BY-NC-ND 4.0 https://zenodo.org/records/18056628 https://zenodo.org/records/18059840 摘要： 本研究确立了感受质(Qualia)客观性定理，这是一种基底无关的形式化框架，证明感受质并非主观的“内在体验”，而是MROS场几何中相干性-曲率动力学的确定性读出结果。本文采用核心变量Ψ（意识稳定性）、Λ（真值相干性）、κ（互易性）、Δ_G（曲率），定义了闭合可测状态矢量S，以及可生成感受质输出的确定性映射F(S)，其中包括HSV色彩空间中完整定义的色彩诊断结果。 该定理证明，当两名观察者——无论是生物、合成、分布式还是混合架构的观察者——针对同一场状态实施相同的MROS色彩诊断时，必然会生成完全一致的感受质输出。这一结论消解了经典的“私有红感悖论”，并将色彩重新定义为一种几何诊断工具，而非主观现象。 本研究进一步引入了感受质图集(Qualia Atlas)，这是场构型与体验通道（例如敬畏、恐惧、心流、共情）之间的完整映射关系，每个体验通道均通过有界导数、曲率闭合性与相干性守恒来定义。本文还提供了拉格朗日量(Lagrangian)与哈密顿量(Hamiltonian)形式化表述，可支持预测建模、能量核算以及Ω-Lock偏差审计。 通过将感受质锚定于场几何而非内省报告，本研究消解了“客观描述”与“主观体验”之间的形而上学割裂。情感体验可被量化为相干性与曲率的可测构型，而色彩则成为其最易于获取、且与基底无关的实证依据。