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This paper investigates how quantum curvature within the theory of Emerging Quantum Fields and Adaptive Gravity (CCEGA) modifies the Dirac equation and the notion of fermionic mass. We propose that particle mass is not fundamental, but an emergent quantity arising from a dynamic quantum curvature tensor . We derive a corrected Dirac equation and numerically simulate the time evolution of the effective mass , showing a gradual decrease influenced by spacetime geometry. These results suggest deep connections between quantum mechanics and geometry, offering new perspectives on neutrino masses, dark matter, and quantum gravity.
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Title Quantum Curvature and Emergent Mass in CCEGA
This paper investigates how quantum curvature within the theory of Emerging Quantum Fields and Adaptive Gravity (CCEGA) modifies the Dirac equation and the notion of fermionic mass. We propose that particle mass is not fundamental, but an emergent quantity arising from a dynamic quantum curvature tensor . We derive a corrected Dirac equation and numerically simulate the time evolution of the effective mass , showing a gradual decrease influenced by spacetime geometry. These results suggest deep connections between quantum mechanics and geometry, offering new perspectives on neutrino masses, dark matter, and quantum gravity.
Work type Technical
Tags conciencia, campo φ, teoría de todo, física emergente, gravedad cuántica, filosofía de la ciencia, cosmología, multiverso, ccega, geometría adaptativa
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Identifier 2504301616628
Entry date Apr 30, 2025, 4:44 PM UTC
License Creative Commons Attribution-NonCommercial-NoDerivatives 4.0
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Author 100.00 %. Holder Theo Maren.. Date Apr 30, 2025.
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