Analysis predicts gravitational wave sidebands in CCEGA framework, suggesting a geometric solution to key physics problems.
The Curvature-Controlled Extra-Dimensional Gravity and Emergent Unification (CCEGA) framework produces a two-dimensional gravitational-wave discriminant consisting of post-merger echo delays and radion-induced frequency sidebands. A previous analysis assumed a uniform radion excitation amplitude δρ_c/ρ_c ~ 10⁻³ across the full mass window m_φ ∈ [10⁻¹³, 10⁻¹¹] eV. Here we derive the excitation amplitude from first principles using a driven harmonic oscillator model with bulk overlap suppression. The analysis identifies three dynamical regimes governed by the dimensionless ratio μ ≡ m_φ R_s/(ℏc): quasi-static (μ ≪ 1), resonant (μ ~ 1), and oscillatory (μ ≫ 1). The detectable sideband window is restricted to m_φ ∈ [10⁻¹², 10⁻¹¹] eV, corresponding to Δf_rad ∈ [240, 2400] Hz. The corrected prediction remains unique to CCEGA and retains full discriminant power through the functional correlation between τ_echo and Δf_rad. We further discuss the physical interpretation of a potential validation: the simultaneous confirmation of echo delay, frequency sidebands, and their geometric correlation would constitute evidence that spacetime singularities are regulated by extra-dimensional geometry, that the hierarchy problem has a classical geometric solution, and that dark energy arises from the modulus stabilisation potential without fine-tuning. This would represent the unification of four open problems in fundamental physics under a single geometric mechanism.
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Marc López Sánchez (2026) studied this question.
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