An Explanation of the Anomalous Magnetic Moment of Electron and of Muon in Accordance with a Pre-Quantum Vortexial Model of Particle and of Magnetic Moment

In the paper is presented a possible classical explanation of the anomalous value ae = α/2π of the electron' and of the muon's magnetic moment, based on a vortexial pre-quantum model of electron and on the vortexial nature of the electron's magnetic moment resulted in the model as etherono-quantonic vortex: Γ * μ(r) = Γμ(rμ') + ΓB(r>rμ'), of ‚heavy' etherons (ms ≈ 10 -60 kg)-generating the magnetic potential A and of quantons (mh = h⋅1/c 2 = 7.37x10 -51 kg) -generating vortex-tubes ξB that materializes the B-field lines of the magnetic induction and a spinorial mass mμ of photons vortexed with the light' speed in the volume of radius rμ' = rμ 0 (1+ α/2π), (rμ 0 = ħ/mec).The value of the spinorial mμ-mass which explains the anomalous magnetic moment results almost equal but lower than the inertial mass me to which it not contribute, by the conclusion that the quantonic Γ * μ(r)vortex generates the inertial memass by photons confining with only a part ΔΓB of the ΓB-vortex, limited by a radius rl ≈ 3 √[2π/(2π-6)]⋅rμ', the mμ-mass explaining also the spin's value Sh ≈ ħ/2.The muon's and the proton's anomalous magnetic moments are expained by a composite fermion type of particle, with the e-charge given by an electron attached to a neutral cluster of magnetically paired quasi-electrons, with degenerate magnetic moment resulted by a degenerate Compton radius, i.e., decreased proportional with the density of particle's quantum volume in which is introduced the electron's superdense kernel.