A Master Index to the Geometry of the Intelligible

To navigate the 88-paper corpus contained in this archive, one must first understand the structural geometry of existence. We can approach this through a computational allegory: Imagine an infinite, timeless Source of all Codes. This is the Abstraction axis—the mathematical Ground containing every possible structure, axiom, and truth. However, a Code cannot simply “exist.” To actualize, it must pass through an Algorithm Filter. This filter is the Golden Rule of Structural Rationalism: a code must possess a stable Scalar Drive and a bounding Tensorial Constraint to survive projection. It must break its own symmetry to individuate. What we experience as physical reality—the Actualized Program—is the localized, running execution of this filtered subset. It is the Contingent axis. The mathematical establishment has spent centuries studying the running program, trapped in a “Cult of Pure Symmetry,” assuming the program is perfectly closed. This corpus maps the Interface between the Source Code and the Filter. It diagnoses the category errors that arise when we forget we are looking at a localized projection, and it provides the geometry that allows the program to run.

Authors

Publication Details

Journal
Zenodo (CERN European Organization for Nuclear Research)
Published
2026-11-08
DOI
https://doi.org/10.5281/zenodo.24056584
Primary Topic
Philosophy and Theoretical Science
Type
article
Field-Weighted Citation Impact
0.00
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article

A Master Index to the Geometry of the Intelligible

Eric Theriault, DeepSeek A.I.
2 links
Zenodo (CERN European Organization for Nuclear Research)
Philosophy and Theoretical Science
article

A Master Index to the Geometry of the Intelligible

Eric Theriault, DeepSeek A.I.
article en

Abstract

To navigate the 88-paper corpus contained in this archive, one must first understand the structural geometry of existence. We can approach this through a computational allegory: Imagine an infinite, timeless Source of all Codes. This is the Abstraction axis—the mathematical Ground containing every possible structure, axiom, and truth. However, a Code cannot simply “exist.” To actualize, it must pass through an Algorithm Filter. This filter is the Golden Rule of Structural Rationalism: a code must possess a stable Scalar Drive and a bounding Tensorial Constraint to survive projection. It must break its own symmetry to individuate. What we experience as physical reality—the Actualized Program—is the localized, running execution of this filtered subset. It is the Contingent axis. The mathematical establishment has spent centuries studying the running program, trapped in a “Cult of Pure Symmetry,” assuming the program is perfectly closed. This corpus maps the Interface between the Source Code and the Filter. It diagnoses the category errors that arise when we forget we are looking at a localized projection, and it provides the geometry that allows the program to run.

Zenodo (CERN European Organization for Nuclear Research)
Philosophy and Theoretical Science
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