Ripple Reality: A Rigid Parametric Unification Audit from Bell-Style Statistics to Compton-Style Shift (v6+v7+v8) Ripple Reality:从 Bell 样式统计到 Compton 样式位移的刚性参数统一审计(v6+v7+v8)
[EN] This deposit reports a merged v6+v7+v8 audit under one locked parameter triplet (mu, rho, eta)=(1.5495, 2.35, 0.08). v6 layer: four-benchmark baseline joint consistency (laser threshold, semiconductor cutoff, MRI Larmor, atomic-clock modes). v7 layer: three-benchmark consistency (double-slit, tunneling, spin-cos2), rigidity scans (27/27 local, 18/20 random-global), counterfactual expected-fail suite, and 7-seed stability. v8 layer: radial levels, decoherence, and Compton-style shift at the same locked point, plus anti-cheat closure (eta counterfactual fail, negative controls fail, multi-round hardening 100/100). The claim is methodological and reproducibility-centered: auditable model-class consistency under declared gates. Not claimed: completed SI mapping, ontology uniqueness, or direct falsification of standard quantum mechanics. Primary manuscript files: papers_final/04_Ripple_Rigidity_Audit/version_01/【0】_Ripple_Rigidity_Audit/files/07_Manuscript_Merged_v7_v8_Bilingual.md papers_final/04_Ripple_Rigidity_Audit/version_01/【0】_Ripple_Rigidity_Audit/files/08_Manuscript_Merged_v7_v8_Bilingual.html [中] 本归档给出 v6+v7+v8 合并审计,在单一锁定参数三元组 (mu, rho, eta)=(1.5495, 2.35, 0.08) 下完成证据闭环。 v6 层:四项基线联合一致性(激光阈值、半导体截止、MRI Larmor、原子钟模态)。 v7 层:三项基准(双缝、隧穿、自旋 cos2)联合一致性,刚性扫描(局部 27/27、全局随机 18/20)、反事实按预期失败、7 种子稳定性。 v8 层:同锁定点下的径向能级、退相干、类 Compton 位移,并带反作弊闭环(eta 反事实失败、负对照失败、多轮加固 100/100)。 本文主张属于方法学与可复现性主张:在声明门槛下具备可审计一致性。 本文不主张:SI 映射已完成、唯一本体论成立、或可据此直接否定标准量子力学。 主要稿件文件: papers_final/04_Ripple_Rigidity_Audit/version_01/【0】_Ripple_Rigidity_Audit/files/07_Manuscript_Merged_v7_v8_Bilingual.md papers_final/04_Ripple_Rigidity_Audit/version_01/【0】_Ripple_Rigidity_Audit/files/08_Manuscript_Merged_v7_v8_Bilingual.html Reproducibility / 可复现 Run from repository root: python scripts/explore/ripple_quantum_tests/generate_v7_paper_figures.py python scripts/explore/ripple_quantum_tests/ripple_quantum_tests_v6_joint.py python scripts/explore/ripple_quantum_tests/ripple_quantum_tests_v8_unify.py --rounds 100 --eta-probe 0.001 python scripts/explore/ripple_quantum_tests/generate_v8_paper_figures.py python scripts/explore/ripple_quantum_tests/build_merged_v7_v8_html.py
假大象 假如光是一头大象。 几百年来,所有人都在摸这头大象,写下各自的测量结果。有人摸到了象腿,写出了经典力学;有人摸到了象耳,写出了波动方程;有人摸到了象鼻,写出了量子力学。每一套描述都是真实的,但没有人见过完整的大象。 我没有摸过真正的大象。我只是一个对未知好奇、对哲学感兴趣、对人类未来有一点危机感的普通人。我没有受过正规的物理学训练,我不低于任何人,也不高于任何人。我只是想做一件事:画一头假大象,让所有测量真大象的工具来测量我画的这头,看看哪些能通过,哪些不能。 通过的,说明我在那个维度画对了一些东西。没通过的,说明我的假大象在那里有缺陷——也可能问题不在「谁错了」,而在于:记录与统计协议是否足够透明:如何把连续响应映射成离散结果、事件如何配对、分母如何选取。 这些层面值得被认真审视;它与工程上可复现、预先固定规则的审计式阅读是同一类诚实,而不是对具体实验者的人身否定。 涉及 Bell、GHZ 与公开数据的部分,我会把模型内的数值实验与对公开记录与协议的审计式讨论分开写清。公开测量文件对「连续物理图像」而言往往是不完备的;本书在承认这一点的前提下,仍讨论同一记录上不同统计对象会讲出怎样不同的故事。 书中若出现 CHSH 等具体数值,以各章对统计定义与数据来源的说明为准,避免把序言里的比喻直接当成实验判决书。 文稿导航(卷前与第一单元)阅读顺序建议:00-preface.md(本序言)→ 01-appendix-three-phrasings.md(三种口语、离散核,可选)→ 第1–3章正文(见 02-contents.md 路径)→ 第4章起遵 00-unified-writing-scheme.md;Bell / GHZ 背景档案见 06-archive-bell.md、07-archive-ghz.md。全书目录与章节文件见 02-contents.md。 零基础读者:几乎每一章(含档案、附录、后记)在标题下设有以 【给普通读者 · 这幅图在说什么】 开头的引用块导读——用白话说明要解决什么疑问、与教科书常识何关系、本书是否与之违背、可否不读代码;正文仍供愿意深入者阅读。 全书读法与边界(写在前面一次) 为避免频繁打断你的注意力,下列各条只在序言与各章开头交代;章内正文不再逐段复述,除非当下句子离开这一条就会必然被误读。 非法典:本书不是「已写进教科书并由共同体盖棺定论」的定理汇编;推理、类比与数值示例可错、可改,以各章写明的定义、协议与数据来源为准。 非本体论推销:插图或口语里的「透明果冻」「连续背景」「介质」等,是为眼睛与推演服务的脚手架;不据此宣称「真空中存在机械以太」或替某种宇宙图景下判决书。 非人身、非阴谋:讨论的是记录、协议与统计对象是否透明,不是对具体实验者或机构的人身否定。 与「反科学」脱钩:声明边界,是为了少误读、把力气用在可复核的步骤上,而不是示弱或讨好。 我不回避失败:书里有章节与后记,诚实记录没通过与仍开放的部分。 这本书不挑战任何人。现有的物理学公式是人类几百年积累的智慧,我无意推翻它们。「推翻」这个词带着一种对抗的气息,而我内心没有对抗。我只是提供另一种语言——一种从球面波出发的语言——让有兴趣的人自己判断它是否有用。 我大概率是错的。这无法避免。 我的身体是宇宙元素的一次临时组合,我的思想是这次组合短暂产生的一点涟漪。人类一直在尝试认识自己,一直在修订昨日暂定的自画像——这本身就是我们存在的方式。我们是宇宙暂时借用的一种形态,我们和宇宙彼此包含。 所以这本书不是答案,是一次涟漪。它扩散出去,碰到什么,产生什么新的涟漪,我无法预知,也不需要预知。书里有未完成的地方,有开放的问题,有诚实的边界。我把这条口子挖开,后面的事交给后来者。 支撑你三个角度的论文列表 角度一:时间窗口/符合漏洞问题 最核心的论文: 作者 标题 时间 链接 Jan-Åke Larsson & Richard Gill Bell's inequality and the coincidence-time loophole 2004 https://arxiv.org/abs/quant-ph/0312035 Peter Morgan (Yale) Violation of Bell inequalities through the coincidence-time loophole 2008 https://arxiv.org/abs/0801.1776 重要背景: 这个漏洞最早由Fine在1980/1981年注意到,Pascazio在1986年也提过,Larsson和Gill在2004年正式发表。它比探测漏洞更严重,给了局域隐变量理论更大的空间来复现量子关联。 Qubit 角度二:经典光学/球面波模型可以产生类似Bell违反 作者 标题 时间 链接 Partha Ghose Intersystem Non-separability and CHSH-Bell Violations in Classical Optics 2024 https://arxiv.org/pdf/2401.01615 多人 Bell-like States in Classical Optics 2026 https://arxiv.org/html/2602.14508 多人 Bell Inequality Violations Without Entanglement? It's Just Postselection 2025 https://arxiv.org/html/2508.13431 Ghose提出用经典偏振光学产生类Bell态,并从非情境性公理推导CHSH不等式——证明经典光学态可以违反这个不等式。 角度三:Bell实验用了粒子框架、波动描述被忽略的质疑 作者 标题 时间 链接 Casey Blood (Rutgers) No Evidence for Particles 2008 https://arxiv.org/pdf/0807.3930 Sperling等 Wave-particle duality revisited: Neither wave nor particle 2019 https://arxiv.org/pdf/1907.09836 Percival & Garraway Quantum measurement, detection and locality 2007 https://arxiv.org/pdf/0706.3962 多人 Experimental Counterexample to Bell's Locality Criterion 2022 https://www.ncbi.nlm.nih.gov/pmc/articles/PMC9778082/ Blood明确论证:所有看起来像粒子的现象,都可以用波函数的性质单独解释,不需要引入粒子。Bell实验的结论在波函数框架下是自然的,不需要神秘的粒子性质。 arxiv Sperling等用实验证明,在同一个实验里,既不是波也不是粒子的描述能解释结果——这直接质疑了"波粒二象性"的表述框架本身。 IOPscience 王 辉2026年5月4日 A fake elephant Imagine light is an elephant. For centuries, everyone has been touching this elephant and recording their findings. Some felt the leg and wrote classical mechanics. Some felt the ear and wrote wave equations. Some felt the trunk and wrote quantum mechanics. Every description is real — but no one has seen the whole elephant. I have never touched the real elephant. I am an ordinary person — curious about the unknown, drawn to philosophy, quietly worried about the human future. I have no formal physics training. I am not below anyone, and I am not above anyone. I simply want to do one thing: draw a fake elephant, and use every tool designed to measure the real one to test my drawing. Where the measurements pass, I may have gotten something right. Where they fail, my drawing may have a flaw — or the issue may not be “who is wrong,” but whether the record and statistical protocol are transparent enough: how continuous responses are mapped to discrete outcomes, how events are paired, and how denominators are chosen. Those layers deserve scrutiny; they belong to the same kind of honesty as reproducible, preregistered audit-style reading, not a personal verdict on any experimenter. Where Bell, GHZ, and public data appear, I separate in-model numerical experiments from audit-style discussion of public records and protocols. Published measurement files are often incomplete as a full continuous picture; still, the book asks what different statistical objects say when applied to the same record. Any headline CHSH-style numbers are binding only to the definitions and data sources stated in each chapter, not to metaphors in this preface. Navigating the front matter (through Part I)Suggested reading order: 00-preface.md (this file) → 01-appendix-three-phrasings.md (three phrasings of the model; optional) → Chapters 1–3 via the paths listed in 02-contents.md → from Chapter 4 onward, follow 00-unified-writing-scheme.md. Bell / GHZ background archives: 06-archive-bell.md, 07-archive-ghz.md. The full table of contents and chapter files: 02-contents.md. If you are not a physicist: nearly every chapter (plus archives, appendix, afterword) opens with a blockquote titled For general readers — what this picture is about, covering plain-language goals, how this relates to textbook accounts, whether the book “contradicts physics,” and the fact that no code has to be run. The main text remains for those who want detail. How to read this book — boundaries stated once To avoid constant footnotes that pull you out of the narrative, the following is stated here and briefly at each chapter opening; the main text does not repeat it paragraph by paragraph unless a sentence would otherwise be misread. Not a textbook of finished laws — claims, analogies, and numbers can be wrong or revised; trust the definitions, protocols, and data sources spelled out in each chapter. Not selling an ontology — visual aids (“clear jelly,” “continuous backdrop,” “medium”) are scaffolding for intuition and calculation, not a claim that mechanical ether fills the vacuum or that a final picture of reality is settled. Not ad hominem — scrutiny targets transparency of records and statistics, not personal verdicts on experimenters or labs. Not “anti‑science” by posture — boundaries exist to reduce misreading and keep effort on auditable steps. I do not avoid failure: chapters and the afterword record what did not pass and what remains open. This book challenges no one. The existing equations of physics represent centuries of human wisdom. I have no intention of overturning them. The word “overturn” carries a combative energy I do not feel. I only offer another language — a language that starts from spherical waves — and let interested readers judge for themselves whether it is useful. I am most likely wrong. That cannot be avoided. My body is a temporary arrangement of the universe’s elements. My thoughts are a small ripple produced by that arrangement, briefly. Humanity has always tried to understand itself, always revised yesterday’s working pictures — and that is simply how we exist. We are a form the universe borrows for a while. We and the universe contain each other. So this book is not an answer. It is a ripple. Where it spreads, what it touches, what new ripples it creates — I cannot know, and I do not need to know. There are unfinished parts here, open questions, honest boundaries. I dig this opening. What comes next belongs to those who follow. 好的,这是为您整理的英文版本文档和文献列表: Angle 1: Time-Window / Coincidence-Time Loophole Authors: Jan-Åke Larsson & Richard Gill Title: Bell's inequality and the coincidence-time loophole Year: 2004 Link: https://arxiv.org/abs/quant-ph/0312035 Author: Peter Morgan (Yale) Title: Violation of Bell inequalities through the coincidence-time loophole Year: 2008 Link: https://arxiv.org/abs/0801.1776 Important Context: This loophole was first noted by Fine in 1980/1981, and Pascazio also mentioned it in 1986, before it was formally published by Larsson and Gill in 2004. It is more severe than the detection loophole, providing local hidden-variable theories with a much larger parameter space to reproduce quantum correlations. Angle 2: Classical Optics / Wave Models Producing Bell Violations Author: Partha Ghose Title: Intersystem Non-separability and CHSH-Bell Violations in Classical Optics Year: 2024 Link: https://arxiv.org/pdf/2401.01615 Authors: Various Authors Title: Bell-like States in Classical Optics Year: 2026 Link: https://arxiv.org/html/2602.14508 Authors: Various Authors Title: Bell Inequality Violations Without Entanglement? It's Just Postselection Year: 2025 Link: https://arxiv.org/html/2508.13431 Important Context: Ghose proposed the use of classical polarization optics to generate Bell-like states and derived the CHSH inequality from non-contextuality axioms—proving that classical optical states can violate this inequality. Angle 3: Challenges to the Particle Framework / Wave-Particle Duality Author: Casey Blood (Rutgers) Title: No Evidence for Particles Year: 2008 Link: https://arxiv.org/pdf/0807.3930 Authors: Sperling et al. Title: Wave-particle duality revisited: Neither wave nor particle Year: 2019 Link: (Indexed via IOPscience) Authors: Percival & Garraway Title: Quantum measurement, detection and locality Year: 2007 Link: https://arxiv.org/pdf/0706.3962 Authors: Various Authors Title: Experimental Counterexample to Bell's Locality Criterion Year: 2022 Link: https://www.ncbi.nlm.nih.gov/pmc/articles/PMC9778082/ Important Context: Blood's work explicitly argues that all phenomena resembling particles can be explained solely by the properties of the
This deposit provides a professional Bell audit rewrite based on the Apr-29 v4 evidence package and is designed for reviewer-level traceability. Key quantitative findings on a fixed event stream: Binarization shift: S_raw(continuous) = 1.117683 vs S_raw(quant_2) = 2.297779. Semantic premium staircase: same_index = 2.329417, external_bucket_all = 2.775687 (+0.446270), event_anchor_nearest = 2.834670 (+0.058983). Closure checks: same_index_not_near_2p82 = True, pure_bucket_in_2p8_zone = True, anchor_asymmetry_small = True (delta_abs = 0.001356), edge_sensitivity_bounded = True. Experimental principle and method: Principle: CHSH headline values can be altered by representation and inclusion rules even when the underlying row/event stream is unchanged. Method chain: same data -> quantization choice -> pairing semantics -> denominator inclusion policy -> CHSH report. Scope: methodological reproducibility and protocol sensitivity audit. Not claimed: ontology-final conclusion or direct falsification of all competing theories. Primary manuscripts: papers_final/05_Bell_Audit/version_01/【0】_Bell_Audit/files/01_Bell_Audit_Professional_CN.md papers_final/05_Bell_Audit/version_01/【0】_Bell_Audit/files/02_Bell_Audit_Professional_EN.md Reproducibility Run from repository root: python scripts/explore/nist_same_index_quantization_sweep_v4.py python scripts/explore/nist_unified_semantics_audit_v4.py python scripts/explore/nist_revival_20pct_closure_v4.py
本文提出一种可证伪的“二元显现—四元闭合”量子假设。该假设源于早期手稿中的结构直觉:量子系统在通常测量中表现为0或1,但其内部可能并非两个孤立状态,而是由绝对对立、同时出现并受反演关系约束的四元方向结构;外部二元读出可能是对该内部结构的粗粒化投影。 本文将这一假设形式化为四维候选状态空间: {|0,+>, |0,−>, |1,+>, |1,−>} 并定义二元粗粒化测量、反演配对与闭合关系。研究同时完成了多轮合成仿真、强竞争模型比较和操作等价性审查。 当前结果表明:只要该模型仍使用标准有限维量子态、量子通道和POVM测量,它就可以与具有相同状态、动力学和测量结构的普通四维量子模型操作等价。因此,本文不声称该假设已经超出标准量子力学,也不声称“0内部存在01、1内部存在10”已经获得实验验证。 本文的主要贡献包括: 恢复并形式化二元显现—四元闭合假设; 明确其与Bell态、双轨编码和普通四维量子系统的关系; 给出操作不可区分性结果和否定边界; 公开已完成的仿真、失败结果和强对手审查; 提出维度见证、正反路径制备、顺序测量、闭合循环及跨平台验证协议; 邀请量子基础、量子控制、超导量子比特、光子量子信息、离子阱、自旋系统和开放量子系统研究者进行独立验证或证伪。 真正有待实验回答的问题是:不同名义二能级量子系统是否会在没有人为加入辅助编码的情况下,自然呈现同构的四元闭合结构;或者是否存在普通多能级泄漏、环境记忆、几何相位、控制误差及标准量子过程无法解释的稳定统计规律。 本记录定位为假设论文、形式模型、否定性结果和公开验证请求。否定结果与支持结果具有同等科学价值。 English summary This record presents a falsifiable binary-observable, quaternary-closure hypothesis for quantum systems. The hypothesis proposes that systems producing ordinary binary outcomes, 0 and 1, may contain an internal four-position directional structure constrained by opposition and inversion, while standard measurements coarse-grain that structure into two visible outcomes. The candidate state space is formalized as: {|0,+>, |0,−>, |1,+>, |1,−>} The work includes synthetic simulations, strong competing-model comparisons, an operational-equivalence audit, falsification criteria, and proposed experimental protocols involving dimension witnesses, opposite preparation paths, sequential measurements, closure cycles, and cross-platform replication. The current mathematical form remains operationally equivalent to an ordinary symmetric four-dimensional quantum model when the same states, dynamics, and measurements are used. Therefore, no experimental confirmation and no claim beyond standard quantum mechanics are made. The open empirical question is whether nominal two-level systems naturally exhibit the same hidden closure symmetry across distinct physical platforms, or whether reproducible statistics arise that cannot be explained by multilevel leakage, environmental memory, geometric phase, control errors, or standard quantum-process descriptions. This record is released as a hypothesis paper, formal model, negative and boundary analysis, and an open request for independent experimental validation or falsification.
This v8.1 update of Track A presents a threshold-free characterization of coexistence dynamics in the two-mode Jaynes-Cummings model with Lindblad dissipation, solved using BDF. It replaces the earlier versions v3, v4, v4.1, v5, and v6, and supersedes the intermediate versions v7, v7.1, and v7.3. Formal content includes: the model (Hilbert space, operators, Hamiltonian, Lindblad dissipator, master equation), the BDF numerical scheme, and the definitions of the intrinsic measures of the coexistence product P(t)=R(t)·I(t): A_coex, P_max, t_peak, W_1/2, tau_eff, eta, and the peak_reached flag. Informative content includes the numerical values used for reproducibility: N0=15, t_max=50, n_steps=3000, omega0=6 Hz, omega1=40 Hz, gamma_a=0.1 Hz, n_th=0.05, and four parameter points labeled Vigilance, Flow, Endogenous, and Sleep. The speculative content (labeling R as Reason and I as Instinct, and mapping the four points to consciousness states) is explicitly presented as a heuristic ontology, not as a validated neuroscience claim. Main results: with t_max=50 all peaks are reached, fixing the v8 artifact where the Vigilance bio peak was not reached. Vigilance is characterized as slow access (t_peak,bio=22.9, W_1/2,bio=45.9, tau_bio=42.5). Flow shows the highest P_max,math=0.318. Endogenous and Sleep have similar P_max,bio (~0.0155) but differ in tail width (W_1/2,bio=9.15 vs 8.18). In the 2D scan, the optima of A_coex and tau_eff do not coincide, showing a trade-off between integrated action and duration. This update contains only the v8.1 files plus this technical note: v8.1_summary.csv, v8.1_traj_.csv (4 files), v8.1_products.png, v8.1_bars.png, v8.1_scan2D_.csv (optional), track_A_v8.1_intrinsic.py, and this note. Versions v7, v7.1, and v7.3 are intentionally omitted to avoid confusion. DOI: 10.5281/zenodo.22904994
[EN] This deposit documents a rigorous in-silico post-selection audit of a GHZ-type Mermin statistic in the repository's medium-v10 wave model (three local phase-locked sources), motivated by textbook/laboratory GHZ narratives—it is not claimed to replay one specific hardware run. Within that simulator class, we show that chasing high F couples to amplitude gating and low retention, and matched-retention random controls fail to reproduce the gated lift—supporting a selection-driven reading of the reported metric inside the model. Using the V10.4 real cost curve and matched-retention random controls, we show that elevated F values in this simulator class are tightly coupled to selection rules and retention trade-offs. We frame this as a method-level sensitivity result inside the model class, not as a hardware-level claim. [中] 本归档记录对 medium-v10 波动模型中 GHZ 型 Mermin 统计量的严格仿真后选择审计(三个局域相位锁定源),动机来自教科书/实验室叙事,不声称复刻某一具体硬件实验。在该模拟器类内,我们展示:追逐高 F 与振幅门控及低保留率绑定,而同保留率随机对照无法复现门控抬升——从而在模型内支持对报告指标的筛选驱动解读。 通过 V10.4 真实代价曲线和同保留率随机对照,我们展示了:在该模拟器类内,较高 F 与筛选规则及保留率权衡紧密耦合。本文将其定位为模型内的方法学敏感性结果,而非硬件层结论。 Reproducibility (repository): from repo root run python scripts/explore/ghz_medium_v10/v10_4_real_cost_curve.py (see script header for output paths). Companion figure in this deposit: figures/V10_4_REAL_COST_CURVE.png. 可复现(配套仓库): 在仓库根目录运行 python scripts/explore/ghz_medium_v10/v10_4_real_cost_curve.py(输出路径见脚本头部)。本归档插图:figures/V10_4_REAL_COST_CURVE.png。