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This work explores the radial form of the fundamental field φ(r) within the framework of the theory of Emergent Quantum Fields and Adaptive Gravity (CCEGA). It demonstrates that φ(r) arises naturally from the local coupling between the field and spacetime curvature via an adaptive potential , without ad hoc assumptions. The resulting solution avoids singularities and provides a unified description for spherically symmetric systems—from planets to black holes—as emergent field-geometry structures, not consequences of pre-existing curvature.
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Title Emergent Radial Structure of the Field φ from Local Adaptive Geometry
This work explores the radial form of the fundamental field φ(r) within the framework of the theory of Emergent Quantum Fields and Adaptive Gravity (CCEGA). It demonstrates that φ(r) arises naturally from the local coupling between the field and spacetime curvature via an adaptive potential , without ad hoc assumptions. The resulting solution avoids singularities and provides a unified description for spherically symmetric systems—from planets to black holes—as emergent field-geometry structures, not consequences of pre-existing curvature.
Work type Technical
Tags deflection of light, ccega, adaptive spacetime, quantum cosmology, dark matter, cosmology, gravitational lensing, cosmological model, emergent grav field theory, theoretical cosmology, emergent gravity, theoretical physicist, accelerated expansion of the universe, black holes, adaptive gravity, unified theory, quantum fields, cosmological simulations, general relativity, quantum fluctuations
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Identifier 2504171488745
Entry date Apr 17, 2025, 3:41 AM UTC
License Creative Commons Attribution-NonCommercial-NoDerivatives 4.0
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Author 100.00 %. Holder MARC LOPEZ SANCHEZ. Date Apr 17, 2025.
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