What question did this study set out to answer?

The aim is to propose a finite dyadic pregeometry as a framework for unified field theory, introducing a new perspective on fundamental physical data.

June 11, 2026Open Access

A Finite Dyadic Pregeometry over Spacetime: A Non-Continuum Ansatz for Unified Field Theory

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The aim is to propose a finite dyadic pregeometry as a framework for unified field theory, introducing a new perspective on fundamental physical data.
Developed a connected smooth four-dimensional manifold M for localization and structure.
Established a 64-state local register derived from first principles with dyadic transition labels and consistency defects.
Investigated observer-system interactions and structural constraints using mathematical propositions.
Introduced minimal observer projections leading to a stable vertex-register structure.
Demonstrated that measurement relates to observer-mask quotients of system registers.
Established that matter persistence connects to vertex-register stability and changes align with edge cochains.

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Implication

This conceptual exploration proposes a finite dyadic pregeometry framework for unified field theory, suggesting foundational structural insights.

Cite This Study

Alia Wu (2026) studied this question.

synapsesocial.com/papers/6a2a515980c8f91e7f39dac9 https://doi.org/10.5281/zenodo.20616196

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Implication

This conceptual exploration proposes a finite dyadic pregeometry framework for unified field theory, suggesting foundational structural insights.

A Finite Dyadic Pregeometry over Spacetime: A Non-Continuum Ansatz for Unified Field Theory

Key Points

Discussion

Implication

Cite This Study

A Finite Dyadic Pregeometry over Spacetime: A Non-Continuum Ansatz for Unified Field Theory

Key Points

Discussion

Implication

Cite This Study

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