
This record provides supplementary materials for the project “Fermion-Boson Duality and Quantum Field Theory Using an Extended Dirac Equation.”Using Wolfram Mathematica, we reproduce and verify the anticommutation relations and basic properties of the 256×256 two-index gamma matrices Γμν\Gamma_{\mu\nu}Γμν and the bosonic counterparts Ωμν\Omega_{\mu\nu}Ωμν. We also include minimal tree-level notes for representative e-QED scattering processes (Compton, e+e− → μ+μ−e^+e^-\!\to\!\mu^+\mu^-e+e−→μ+μ−, Møller, Bhabha). In the flat limit the results coincide with standard QED.
Quantum Field Theory, Curved Spacetime, QED, Extended Dirac Equation, Anticommutation Relations, Mathematica, QCD, Compton Scattering, Clifford Algebra, Bhabha Scattering, Muon Pair Production, Tree-level Scattering, Gamma Matrices, Fermion–Boson Duality, Møller Scattering
Quantum Field Theory, Curved Spacetime, QED, Extended Dirac Equation, Anticommutation Relations, Mathematica, QCD, Compton Scattering, Clifford Algebra, Bhabha Scattering, Muon Pair Production, Tree-level Scattering, Gamma Matrices, Fermion–Boson Duality, Møller Scattering
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