The theoretical determination of the muon magnetic anomaly is usually carried out through QED techniques up to five loops, adding electroweak contributions and hadronic contributions from QCD via lattice numerical simulations. Recent experimental results (BNL E821, Fermilab E989) support the theoretical predictions. The present work, in analogy with the determination of the electron magnetic anomaly, proposes a theoretical determination based exclusively on the structure of the muon, within a deterministic and non-local modified Bohmian (dBBZ) framework. This structure is carefully defined through a matrix Mz containing all the information related to the orbitals constituting the muon itself. Subsequent refinement stages of the matrix are achieved through the repeated imposition of entanglement among the constituent masses. The method follows that reported in viXra: 2505. 0128, replacing the quantities of the muon hybrid orbitals (weak components and electric components) with the purely electric components of the electron case. The structure of the muon contains that of the electron, with its mass, total charge, and charge source. The compensation of the weak components at the three-loop calculation level, for each orbital, is performed and justified by two parameters, dw and iw, whose determination leads to relative errors on the total mass of the order of 10^-8 and on the magnetic anomaly of the order of 10^-7. The aforementioned errors, as functions of the parameters dw and iw, lead to the definition of a structural error space, within which it is possible to identify a very rigid but non-zero local minimum, a circumstance that foreshadows the instability of the muon and lays the foundations for the structural calculation of its decay time.
Lino Zamboni (Tue,) studied this question.