Theoretical framework explores curvature's influence on Higgs physics, suggesting new insights for high-energy collider experiments.
This work introduces the theoretical framework of Severely Adaptive Emergent Curvature Cosmology (CCEGA). We propose a fundamental shift from General Relativity by treating spacetime as an emergent medium with intrinsic, adaptive rigidity. The central mechanism, the "Curvature Brake" (B), is formalized through a non-linear modification of the field equations (Ro - √2Rgo = 8π GTo), providing a geometric ultraviolet regulator for quantum field theory. We present a quantitative derivation of the Λ attractor as a dynamic equilibrium point of the effective curvature potential, offering a first-principles solution to the cosmological constant problem. Furthermore, the model explains the stabilization of the Higgs mass hierarchy via exponential suppression of radiative corrections. For the Future Circular Collider (FCC-hh), CCEGA predicts a specific phenomenological signature: a 3–12% suppression of Higgs production and VBS cross-sections at the 100 TeV scale. 10.5281/zenodo.18466074
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Marc López Sánchez (2026) studied this question.
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