Compatibility Problems with the Electroweak Quantum Function

This work analyzes the mathematical coherence of the electroweak theory. Quantum electrodynamics proves that the Dirac electron quantum function Ψ has four degrees of freedom. This theory has solid experimental sup-port. Furthermore, the rank of the matrix (1±γ⁵) is 2. Therefore, the electroweak theory that uses the product of this matrix and the Dirac elec-tron function: Ψ_weak=(1±γ⁵)Ψ has a mathematically erroneous structure because Ψ_weak assigns only two degrees of freedom to the function of the same electron. An independent analysis supports this assertion because it shows a different argument that refutes the mathematical structure of the electroweak theory.