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Explores how a minimal non-local predicate can yield four-dimensional spacetime from basic distinctions.

March 14, 2026Open Access

The Geometry of Distinction: How Four-Dimensional Spacetime Emerges from a Minimal Abstract Relational Predicate

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Experimental phases reveal four-dimensional spacetime emerges from a 5.86-dimensional ordering relation, suggesting a new geometric interpretation.

Explores how a minimal non-local predicate can yield four-dimensional spacetime from basic distinctions.
Conducted a grid search of 144 local predicate configurations.
Performed free-evolution attractor experiments to assess predicate convergence.
Studied five relational predicate classes for empirical dimensional laws.
Confirmed a dimensional ceiling of d=2.51 from local predicates.
Identified that local predicates converge to d=1.64.
Achieved a maximum dimension of d=3.92 with specific mixed predicate parameters.

Eliam Raell (2026) studied this question.

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Experimental phases reveal four-dimensional spacetime emerges from a 5.86-dimensional ordering relation, suggesting a new geometric interpretation.