predicted_a_e
plain-language theorem explainer
This definition supplies the RS-predicted anomalous magnetic moment for the electron. Researchers comparing Recognition Science universality predictions to precision g-2 data would cite it when isolating the mass-independent correction. It is a one-line wrapper that applies the general anomalous moment construction to the electron case.
Claim. The predicted anomalous magnetic moment of the electron is the value of the anomalous moment function at the electron, where the anomalous moment equals the Schwinger term plus the RS correction term.
background
This module extends the φ-ladder residue mechanism to QED anomalous moments a_l = (g-2)/2 for charged leptons. All charged leptons share gauge charge Q = -1 and therefore the same Z = 1332, which produces a universal RS correction term independent of mass. The full expression is Schwinger plus higher loops plus RS correction, with the RS part identical across e, μ, and τ.
proof idea
This is a one-line wrapper that applies the anomalous_moment function to the electron case from the local Lepton enumeration.
why it matters
This supplies the concrete electron value needed to test the universality claim that the RS correction is identical for all charged leptons. It connects directly to the module statement that anomalous moment of electron equals anomalous moment of tau. In the Recognition framework it instantiates the φ-ladder correction for precision QED observables, consistent with the universal correction noted in the module documentation.
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