What question did this study set out to answer?

The aim is to derive numerical predictions for fundamental physical constants using a number-theoretic framework.

February 14, 2026Open Access

Three Blind Predictions from a Number-Theoretic Framework for Fundamental Physical Constants.

Key Points

The aim is to derive numerical predictions for fundamental physical constants using a number-theoretic framework.
Developed a framework using Fibonacci, Lucas, triangular, tetrahedral numbers, and primes.
Achieved 2,559 exact matches across 27 domains in physics.
Registered predictions for three physical constants prior to experimental validation.
Predicted the proton charge radius as 0.84075 fm for the CODATA 2026 adjustment.
Predicted the silicon-28 lattice parameter as 5.4310206 Å.
Predicted the muon electric dipole moment as 2.51 x 10^{-22} e·cm.

Abstract

We present three falsifiable numerical predictions derived from a framework that expresses fundamental physical constants as closed-form combinations of Fibonacci numbers, Lucas numbers, triangular numbers, tetrahedral numbers, and primes. This framework has achieved 2, 559 exact matches across 27 domains of physics. We specifically predict: (1) the proton charge radius rₚ = 0. 84075 fm for the CODATA 2026 adjustment; (2) the silicon-28 lattice parameter a = 5. 4310206 Å; and (3) the muon electric dipole moment dₘu = 2. 51 x 10^-22 e·cm. These predictions are registered to establish temporal priority prior to experimental verification.

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