What question did this study set out to answer?

This research aims to derive the gravitational constant (G) using a geometric approach within the SSU framework.

May 3, 20260 citationsOpen Access

Geometric Derivation of the Newtonian Constant (G) Using Mano-SSU Framework v54.10

Key Points

This research aims to derive the gravitational constant (G) using a geometric approach within the SSU framework.
Formal derivation of G using geometric principles and mathematical bridges.
Verification logic implemented in Python and C++.
Utilized 1.25° angular projection and NumPy for high-speed calculations.
Successfully derived G corresponding to NIST CODATA 2022 physical constants.
Achieved high-speed manifold resolution through implemented scripts.

Abstract

This record provides the formal geometric derivation of the gravitational constant (G) within the SSU Persistent Audit Core. It establishes the mathematical bridge between the 144. 0 Stator harmonic and the NIST CODATA 2022 physical constants using a 1. 25° angular projection. Includes Python and C++ verification logic. To run the included Python scripts (. py. txt), download the files and remove the. txt extension to restore them to executable. py format. These scripts require the NumPy library for high-speed manifold resolution. USE MOST CURRENT BUILDSMano-SSUMasterBuild₃. 1KahanStabilized. py. txt / Mano-SSUMasterBuild₃. 1. 2C++FullResolution. py. txt

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