Electroweak Hierarchy Stabilization in Cosmic Energy Inversion Theory (CEIT)

The electroweak hierarchy problem—why the Higgs mass remains at 125 GeV rather than the Planck scale—represents one of the most severe fine-tuning crises in modern physics. Standard Model quantum corrections induce quadratic divergences \( δm_H^2∼Λ^2 \), requiring 34 orders of magnitude cancellation without theoretical justification. Supersymmetric solutions remain empirically falsified after null results from LHC Run 3 and direct detection experiments. We present a geometric mechanism within the Cosmic Energy Inversion Theory (CEIT) framework that stabilizes the electroweak scale through loop quantum gravity corrections to the cosmic energy field . A quantum-suppressed potential Vnew (ε) incorporating exponential damping and logarithmic screening reduces Higgs mass sensitivity from \( m_H^2∝Λ^2 \) to , eliminating fine-tuning without new particles. The mechanism naturally generates the observed Higgs mass through curvature-coupled spinor dynamics, validated against LHC Run 3 data with . Falsifiable predictions include modified Higgs self-coupling \( λ_H=0.128±0.003 \) (testable at HL-LHC), vacuum stability extending to 1017 GeV (verifiable via precision electroweak measurements), and gravitational wave signatures from electroweak phase transitions detectable by LISA. This work establishes CEIT’s geometric field as a viable alternative to supersymmetry, providing the first empirically validated solution to the hierarchy problem within a quantum-gravitational framework.