GNF — The Minimum Set That Generates Reality

Physics has ~26 "fundamental constants" — values plugged into equations to make predictions match observation. They work. But none of them have a reason. They are parameters: chosen by fitting, not derived by necessity. GNF operates differently. Every number in this framework satisfies three conditions simultaneously: 1. Unbroken chain — derivable step-by-step from a single topological axiom (Horn Torus). No step is "assumed." 2. Singular function — each number does exactly one thing that no other number can do. It is not interchangeable. 3. Absolute falsifiability — not "hard to disprove." Structurally impossible to be otherwise. If wrong, the entire topology collapses, not just one prediction. This is what separates GNF constants from fit parameters. A fit parameter can be replaced by a nearby value with small loss of accuracy. A GNF constant cannot be replaced at all — there is no "nearby value" that preserves the structure. More: Geometric Necessity Framework (GNF) of Tình Lâm

Authors

Publication Details

Journal
Zenodo (CERN European Organization for Nuclear Research)
Published
2026-04-01
DOI
https://doi.org/10.5281/zenodo.19366128
Primary Topic
Advanced Mathematical Theories
Type
article
Field-Weighted Citation Impact
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article

GNF — The Minimum Set That Generates Reality

Tình Lâm
Zenodo (CERN European Organization for Nuclear Research)
Advanced Mathematical Theories
article

GNF — The Minimum Set That Generates Reality

Tình Lâm
article en

Abstract

Physics has ~26 "fundamental constants" — values plugged into equations to make predictions match observation. They work. But none of them have a reason. They are parameters: chosen by fitting, not derived by necessity. GNF operates differently. Every number in this framework satisfies three conditions simultaneously: 1. Unbroken chain — derivable step-by-step from a single topological axiom (Horn Torus). No step is "assumed." 2. Singular function — each number does exactly one thing that no other number can do. It is not interchangeable. 3. Absolute falsifiability — not "hard to disprove." Structurally impossible to be otherwise. If wrong, the entire topology collapses, not just one prediction. This is what separates GNF constants from fit parameters. A fit parameter can be replaced by a nearby value with small loss of accuracy. A GNF constant cannot be replaced at all — there is no "nearby value" that preserves the structure. More: Geometric Necessity Framework (GNF) of Tình Lâm

Zenodo (CERN European Organization for Nuclear Research)
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Advanced Mathematical Theories
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