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This preprint explores the emergence of radial scalar field configurations from curvature–field feedback in the CCEGA framework (Emergent Quantum Fields and Adaptive Gravity). Rather than assuming imposed geometries or gravitational potentials, the curvature arises dynamically from a non-perturbative interaction between the field φ and the local scalar curvature R. The resulting solution provides a unified and regular description of spherically symmetric systems, including black holes and planetary cores, with no need for singularities or external gravitational constants.
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Title Emergent Radial Structure of the Field φ from Local Adaptive Geometry
This preprint explores the emergence of radial scalar field configurations from curvature–field feedback in the CCEGA framework (Emergent Quantum Fields and Adaptive Gravity). Rather than assuming imposed geometries or gravitational potentials, the curvature arises dynamically from a non-perturbative interaction between the field φ and the local scalar curvature R. The resulting solution provides a unified and regular description of spherically symmetric systems, including black holes and planetary cores, with no need for singularities or external gravitational constants.
Work type Technical
Tags quantum fields, cosmological model, deflection of light, cosmological simulations, emergent gravity, gravitational lensing, alternative gravity model, dark matter, emergent time, general relativity, adaptive spacetime, field equations, emergent grav field theory, black holes, quantum fluctuations, accelerated expansion of the universe, quantum gravity, theoretical cosmology, theoretical physicist, adaptive gravity
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Identifier 2504161485105
Entry date Apr 16, 2025, 2:24 PM UTC
License Creative Commons Attribution-NonCommercial-NoDerivatives 4.0
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Author 100.00 %. Holder MARC LOPEZ SANCHEZ. Date Apr 16, 2025.
Information available at https://www.safecreative.org/work/2504161485105-emergent-radial-structure-of-the-field-from-local-adaptive-geometry