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This research investigates how a set of integers can predict fundamental physical constants and their relationships.

February 13, 2026Open Access

The Regenerative Universe

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Computational investigation predicts physical constants in the universe, suggesting a stable mathematical structure.

This research investigates how a set of integers can predict fundamental physical constants and their relationships.
Developed a deterministic grammar based on ten specific integers and the golden ratio.
Expressed 44 physical constants as closed-form algebraic identities.
Utilized number theory and Lie algebra to improve precision measurements.
Achieved a median precision of 7.5 parts per million for 44 constants.
Identified a 12-dimensional observer manifold with 840 states governing measurement limits.
Demonstrated sub-part-per-billion precision for the fine structure constant.

Elias Oulad Brahim (2026) studied this question.

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February 13, 2026Open Access

View Full Paper

Ask AI

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Authors

Computational investigation predicts physical constants in the universe, suggesting a stable mathematical structure.

This research investigates how a set of integers can predict fundamental physical constants and their relationships.
Developed a deterministic grammar based on ten specific integers and the golden ratio.
Expressed 44 physical constants as closed-form algebraic identities.
Utilized number theory and Lie algebra to improve precision measurements.
Achieved a median precision of 7.5 parts per million for 44 constants.
Identified a 12-dimensional observer manifold with 840 states governing measurement limits.
Demonstrated sub-part-per-billion precision for the fine structure constant.

Elias Oulad Brahim (2026) studied this question.

View Full Paper

Ask AI

Bookmark