Gravity as Observer Synchronization

Gravity as Observer Synchronization: Deriving the Gravitational Constant from ODTOE First Principles

Anton Pankratov(independent)·
gravitysynchronizationgravitational constantφ-torusmassinertiaKAM structureequivalence principleobserverrecursioncoherence

摘要

Аннотация

RU

Вывод гравитационной постоянной G из первых принципов ODTOE как геометрического следствия информационной архитектуры реальности. Гравитация интерпретируется как четвёртая информационная операция — SYNC (синхронизация), согласующая наблюдателей на соседних уровнях рекурсии φ-тора. Инертность конфигурации I(C) является геометрической основой массы, а сила Ньютона возникает как результат синхронизирующих импульсов между уровнями. Новая формула для G выводится через спектральную плотность мод φ-тора и множитель когерентности Φ_G(φ, S, d). При макроскопических значениях S→1 формула воспроизводит стандартное значение, а при S<1 предсказывает когерентностные поправки. Принцип эквивалентности выведен из совпадения инертностей конфигурации на различных уровнях.

Abstract

EN

Derivation of gravitational constant G from first principles of ODTOE as geometric consequence of informational architecture of reality. Gravity interpreted as fourth information operation — SYNC (synchronization) — which aligns observers on adjacent recursion levels of φ-torus. Configuration inertia I(C) is geometric foundation of mass; Newton's force emerges as result of synchronization pulses between levels with intensity proportional to product of inertias. Novel formula for G derived through spectral density of φ-torus modes and coherence factor Φ_G(φ, S, d) depending on structure constant and logarithmic architecture parameters. For macroscopic values S→1, formula reproduces standard value; for S<1 predicts coherence corrections to gravitational interaction. Equivalence principle derived from coincidence of configuration inertias at different levels connected to KAM structure scaling.

摘要

ZH

从ODTOE第一原理推导万有引力常数G。引力被解释为第四信息操作——SYNC(同步)。配置惯性I(C)是质量的几何基础。包含用于高相干性系统的微重力实验的明确预测。

主题与标识符

Subjects:
Physics and Society (physics.soc-ph) · gravity · synchronization · gravitational constant · φ-torus · mass · inertia · KAM structure · equivalence principle · observer · recursion · coherence
Category:
Social Applications · Социальные приложения
Authors:
Anton Pankratov (independent researcher)
Submitted:
Last modified:
Languages:
Russian (primary), English
Permanent URL:
https://odtoe.org/zh/articles/gravity-observer-sync
Journal:
Observer-Dependent Theory of Everything (ODTOE Corpus)
Comments:
For research collaboration or corrections, contact via /contact. Citations and academic engagement welcome.

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APA-like
Pankratov A. "Gravity as Observer Synchronization: Deriving the Gravitational Constant from ODTOE First Principles." Observer-Dependent Theory of Everything, odtoe.org, 2026. https://odtoe.org/zh/articles/gravity-observer-sync
BibTeX[ click to expand ]
@article{pankratov2026gravityObserverSync,
  author    = {Pankratov, Anton},
  title     = {Gravity as Observer Synchronization: Deriving the Gravitational Constant from ODTOE First Principles},
  journal   = {Observer-Dependent Theory of Everything},
  year      = {2026},
  month     = {Apr},
  url       = {https://odtoe.org/zh/articles/gravity-observer-sync},
  publisher = {odtoe.org}
}
RIS (EndNote / Reference Manager)[ click to expand ]
TY  - JOUR
AU  - Pankratov, Anton
TI  - Gravity as Observer Synchronization: Deriving the Gravitational Constant from ODTOE First Principles
JO  - Observer-Dependent Theory of Everything
PY  - 2026
DA  - 2026-04-22
UR  - https://odtoe.org/zh/articles/gravity-observer-sync
PB  - odtoe.org
ER  - 
Gravity as Observer Synchronization