Modeling reveals the fine-structure constant through geometric properties in vacuum, highlighting implications for lattice QCD calculations.
We propose that the numerical value of the fine-structure constant α −1 ≃ 137 emerges from geometric saturation of the electromagnetic vacuum’s information capacity. Modeling the coupling as an occupation fraction of distinguishable field configurations within a finite correlation volume yields a renormalization-group equation whose infrared fixed point is determined by vacuum correlation structure. Matching to the experimentally measured value α(me) gives α∗ −1 = 137.0 ± 13.3, consistent with observation. This provides a testable, non-anthropic mechanism for the value of α, with verification possible via lattice QCD calculations of vacuum correlations.
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Hairuo Liu (2025) studied this question.
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