Analyzes cosmic inflation dynamics, indicating foundational insights into early universe mechanics.
We present the high-energy, early-universe formulation of the Ψ-field cosmological model, extending the framework from a classical macroscopic damper to a primordial quantum scalar field. By analyzing the system in the ultra-high energy regime (t ≈ 10⁻³⁶ s), we establish the stochastic Klein-Gordon equation under the influence of quantum fluctuations, modeled as a Gaussian white noise framework. Numerical integration utilizing the Euler-Maruyama method demonstrates that the Ψ-field naturally sustains a stable slow-roll inflationary phase lasting exactly $60.00$ e-foldings. This precise duration successfully satisfies the cosmological horizons and flatness constraints without fine-tuning. Crucially, as the slow-roll parameter ε crosses the unity threshold (ε ≥ 1), the field exits the inflationary regime and undergoes a phase transition.
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Josip Zencic (2026) studied this question.
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