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Emergent Dao Theory, Chapter 42 The Network Origin of Quantum Optics and Quantum Information—A First-Principles Derivation from the Quantum Fluctuations of the Chariot

罗凯

Published Sep 2, 2026• 0 citations
Publisher

Abstract

基于前面41章建立的公理,本章完成了量子光学和空间几何应力量子信息的第一性原理推导。光子不是外部假设的量子场,而是规范场模式下 Chariot-Hub 张量 \(\Sigma_{\mu\nu}\) 的量子化激发(第 41 章证明了真空涨落是 \(\Sigma_{\mu\nu}\) 的量子涨落)。我们证明:(1)光子量子化是由\(\Sigma_{\mu\nu}\)涨落谱(41.10)对电磁场模式的激发产生的; (2) 光子纠缠源自持久同源环的非零链接数,熵 \(S_{\text{ent}} \propto (J/E_0)^2|\operatorname{Link}|^2\) 其中 \(E_0=J/2\) 确保贝尔态的维度正确性和单位纠缠熵;(3) 贝尔不等式违规源于网络手征指数 \(\Gamma=\pm i\) 的非定域性,具有自旋相关性 \(-\cos(\theta_a-\theta_b)\),产生最大违规 \(2\sqrt{2}\); (4) 量子位对应二态拓扑缺陷;量子门是通过受控Z门与单量子位门结合来合成CNOT来实现的。所有参数均由网络基本常数唯一确定,没有自由参数。所有参数均由网络基本常数唯一确定,没有自由参数。所有参数均由网络基本常数唯一确定,没有自由参数。

DOI
10.5281/zenodo.22251341

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基于前面41章建立的公理,本章完成了量子光学和空间几何应力量子信息的第一性原理推导。光子不是外部假设的量子场,而是规范场模式下 Chariot-Hub 张量 (\Sigma_{\mu\nu}) 的量子化激发(第 41 章证明了真空涨落是 (\Sigma_{\mu\nu}) 的量子涨落)。我们证明:(1)光子量子化是由(\Sigma_{\mu\nu})涨落谱(41.10)对电磁场模式的激发产生的; (2) 光子纠缠源自持久同源环的非零链接数,熵 (S_{\text{ent}} \propto (J/E_0)^2|\operatorname{Link}|^2) 其中 (E_0=J/2) 确保贝尔态的维度正确性和单位纠缠熵;(3) 贝尔不等式违规源于网络手征指数 (\Gamma=\pm i) 的非定域性,具有自旋相关性 (-\cos(\theta_a-\theta_b)),产生最大违规 (2\sqrt{2}); (4) 量子位对应二态拓扑缺陷;量子门是通过受控Z门与单量子位门结合来合成CNOT来实现的。所有参数均由网络基本常数唯一确定,没有自由参数。所有参数均由网络基本常数唯一确定,没有自由参数。所有参数均由网络基本常数唯一确定,没有自由参数。
F-HUB framework integrates insights from: • Quantum Information Theory • Black Hole Thermodynamics • The Holographic Principle • Higgs Field Interactions • Entropy and Spacetime Structure Published Work: • Birth of Spacetime: The Feldt-Higgs Universal Bridge (F-HUB) Theory, Part One - A Universal Informational Framework for Mass, Gravity and Entropy. International Journal of Current Science Research and Review, 08(05), 1978–1997. Available Online (Cambridge open Engage): • Life of Cosmos: The Feldt-Higgs Universal Bridge (F-HUB) Theory, Part Two: Measurement Density as the Informational Driver of Cosmic Expansion Available Online (Cambridge Open Engage): • Death of Reality: The Feldt–Higgs Universal Bridge (F-HUB) Theory, Part Three – Through the Quantum-to-Classical Passage: De-Collapse and the Return to Light. Release: 27 November 2025 This paper forms the concluding part of the F-HUB trilogy. It develops a cohesive informational–entropic model of collapse failure, terminal decoherence, and the transition from quantum structure to classical dissipation. The work introduces a viability threshold formalism for de-collapse, connects F-HUB to first-passage frameworks, and outlines how informational degradation governs the final stages of physical systems. As the capstone of the series, Part Three provides the theoretical closure to F-HUB and positions the framework within the emerging landscape of information-based cosmology. Published Work: https://doi.org/10.47191/ijcsrr/V8-i5-06 https://doi.org/10.33774/coe-2025-wv1g6 https://doi.org/10.33774/coe-2025-ppd0m https://doi.org/10.33774/coe-2025-6xdxr https://doi.org/10.33774/coe-2026-vd80k https://doi.org/10.33774/coe-2025-tmhw1 Website: www.f-hub.net Contact: f-hub@outlook.com TikTok: @fhub_theory Committed to scientific integrity, open inquiry, and paradigm-shifting discoveries.
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摘 要:信息不对称是现代经济学解释市场失灵、契约设计、金融摩擦、逆向选择与道德风险的核心理论基石。经典信息不对称模型建立在知识离散二分、状态确定唯一、概率经典可加、信息静态外生与观测中立的经典世界观之上,将信息差异定义为“知道”与“不知道”的二元鸿沟,无法刻画现实中普遍存在的信念模糊、预期叠加、信息干涉、信心差异与观测改变信息结构等深层信息特征。本文严格立足于经济主体信息处理的本体逻辑,规避物理隐喻类比,引入量子叠加、量子相干、观测坍缩与量子信息熵构造公理体系,对经典信息不对称理论进行范式升级,构建一般性的量子信息不对称理论(Quantum Information Asymmetry,QIA)。本文严格证明,经典信息不对称是量子信息不对称在无叠加、无相干、无信念冲突与观测中立条件下的退化特例;通过推导量子信息不对称的数学结构、测度公式与均衡特征,系统阐释信息叠加、信念相干、观测坍缩与熵差演化四大微观作用机制。结合信贷市场、股票市场、委托—代理关系与政策传导等典型场景开展数值模拟分析,结果表明:量子信息不对称能够统一刻画信念混乱度差异、预期干涉效应、信息透明度内生与观测驱动信息跃迁等经典理论难以系统容纳的信息结构。本研究完善了信息经济学的基础公理体系,为契约理论、金融中介、公司治理、市场监管与宏观政策传导提供全新的基础性分析范式。 关键词:量子信息不对称;逆向选择;道德风险;信念叠加;观测坍缩;契约理论
The Constant Δ𝐻 Principle: Quantized Potential Differences as the Origin of Time, Matter,and Observable FieldsWe propose the Constant Δ𝐻𝑓𝑖𝑒𝑙𝑑 Principle: that all physical systems must possess a non-zerominimum energy difference Δ𝐻𝑓𝑖𝑒𝑙𝑑 = 𝐸𝑏𝑎𝑟𝑟𝑖𝑒𝑟 − 𝐸0 between two resolvable states. We showthat the Heisenberg Uncertainty Principle, Δ𝐸 ⋅ Δ𝑡 ≥ℏ2, emerges geometrically from theboundedness of this interval. Macroscopic entropy is shown to arise statistically from theensemble of microstate Δ𝐻 − 𝑓𝑙𝑖𝑝𝑠, unifying information theory 𝐼 = − ∑ 𝑝𝑖𝑙𝑜𝑔𝑝𝑖 withthermodynamics 𝑆 = 𝑘𝐵 ln𝛺. We present three falsifiable predictions: 1. A minimum energygap in all systems, 2. A frequency cutoff for interactions, and 3. The origin of 1/𝑓 noise inunresolved Δ𝐻 flips. Applications are discussed for quantum computing, where decoherenceis an unwanted Δ𝐻 flip; for cosmology, where Dark Energy is the sum of vacuum Δ𝐻; and formaterials, where band engineering is Δ𝐻 engineering. This work reframes physics from thestudy of "what is" to the study of "the difference between". It suggests that reality, time, andinformation are consequences of a fundamental, conserved interval.Keywords: Uncertainty Principle, Quantum Foundations, Information Theory, Entropy,Decoherence, Dark Energy
摘 要:主流经济学因果认知先后经历决定论因果与概率因果两次革命,二者共享经典力学世界观的强本体论预设:因果关系客观先在、变量可独立分离、观测行为中立无扰、因果作用局域链式传递。这使得现代实证因果推断始终面临内生性无解、预期自实现、观测干预扭曲与非局部联动失效等底层困境。本文突破传统框架,原创性提出经济学意义上的量子因果论,将经济因果关系重构为因果叠加、因果纠缠与观测坍缩共同规定的量子态演化过程。文章严格证明:经典确定性因果是量子因果在“高频观测、大规模平均、强制度约束”条件下的统计近似;概率因果则是量子因果在“弱叠加、弱纠缠、弱观测干扰”情形下的退化特例。本文构建量子因果的公理体系、态空间表示、因果相干性判据与观测坍缩机制,首次提出经济退相干原理,有效化解量子叠加性与日常确定性因果的表观矛盾。研究表明,量子因果论能够统一解释从个体决策到宏观波动、从市场均衡到系统性风险的所有经济现象,为重新理解内生性、预期效应、政策传导与系统风险提供一般化基础,也为中国自主经济学知识体系构建提供具有范式革新意义的理论工具。 关键词:量子因果论;因果叠加;因果纠缠;观测坍缩;经济退相干
This work derives a Schrödinger-type evolution equation from first principles, starting exclusively from a discrete structural framework composed of JS-cells and SH-hub couplings.No quantum-mechanical postulates, complex wavefunctions, canonical quantization rules, or predefined physical constants are assumed at any stage. Each JS-cell carries a minimal two-channel real internal state, and neighboring cells interact locally through SH-hubs.Imposing a single universal requirement — strict conservation of a global quadratic structural norm — uniquely constrains the admissible dynamics. We show that: Norm preservation enforces an internal SO(2) symmetry, The unique generator of this symmetry is a real antisymmetric matrix J, Complex numbers and phase emerge only as a notation, not as assumptions, Local SH-hub connectivity forces a discrete Laplacian structure, The ordered continuum limit uniquely selects a first-order conservative time evolution. Only at the final stage is the resulting continuum equation identified as belonging to the Schrödinger universality class.Planck’s constant, mass, and potential appear as emergent structural parameters, fixed by discrete spatial and temporal scales. The derivation is non-circular, fully constructive, and independent of standard quantum axioms.An optional numerical sanity check confirms exact norm preservation and Schrödinger-class dispersion from the discrete update rule. This work provides a structural explanation for why Schrödinger dynamics exists, rather than assuming it.