What Is an Electron? A Resonance-Based Interpretation in USP Field Theory

Conventional quantum mechanics describes electrons through probabilistic wavefunctions, successfully predicting experimental outcomes while leaving the physical nature of the electron between interactions undefined. This standalone work introduces a resonance-based interpretation within USP Field Theory, extending the framework developed in msf:48100. The electron is described as a spatially extended, stationary oscillation of the USP field, stabilized within concentric Δf resonance corridors formed by the nuclear frequency gradient. Electron orbitals arise as stationary resonance solutions satisfying the condition: dE / d(Δf) = 0 where Δf(r) = f_core − f(r). Within this model, probability emerges only during interaction, not as a fundamental property of existence. Electron mass arises from sustained field confinement rather than oscillation alone. The interpretation preserves all successful quantum predictions while restoring a physically intelligible description of atomic structure, and remains fully harmonized with the broader USP framework including Spin Genesis, temperature–resonance dynamics, stellar core physics, and cosmic lifecycle reversal models.