What question did this study set out to answer?

The aim is to present a finite dyadic pregeometry as a framework for unified field theory, focusing on the structure of spacetime.

June 13, 2026Open Access

A Finite Dyadic Pregeometry over Spacetime: A Kinematic Ansatz for Unified Field Theory

View Full Paper

Ask AI

Bookmark

Authors

Proposes a finite dyadic pregeometry to describe complex interactions in spacetime, indicating fundamental principles of unified field theory.

The aim is to present a finite dyadic pregeometry as a framework for unified field theory, focusing on the structure of spacetime.
Utilized a connected smooth four-dimensional manifold for localization and structure.
Developed finite registers and dyadic systems based on first principles.
Established relationships between physical data, fields, and observer-system interactions.
Introduced a 64-state local register based on six-bit observer-system coupling.
Demonstrated that matter-like persistence relates to stable vertex-register content.
Linked curvature-like behavior to face defects and established paths in the system.

Alia Wu (2026) studied this question.

View Full Paper

Ask AI

Bookmark

Proposes a finite dyadic pregeometry to describe complex interactions in spacetime, indicating fundamental principles of unified field theory.