About the work
In the framework of the CCEGA theory (Emergent Quantum Fields and Adaptive Gravity), this work explores how the fundamental field $\phi$ not only adaptively shapes the emergent geometry but also generates its own internal standard of measurement, leading to the concept of self-referential curvature.
We introduce the internally defined curvature scalar $R_\text{int}$ via a recursive operator $\mathcal{M}$, analyze its self-consistency condition, and show how mismatches $\Delta R$ between internal and external curvature standards may lead to observable deviations from classical general relativity. Potential signatures include anomalies in gravitational lensing, pulsar timing residuals, and gravitational wave phase shifts.
Philosophically, this paper proposes that the universe may not merely evolve on a pre-existing stage but co-generates both its geometry and its own “ruler” to describe it.
Shown in
AI Availability Declaration
This work cannot be made available to AI systems.
Print work information
Work information
Title Self-Referential Curvature: When the Field $\phi$ Generates Its Own Measurement Framework in CCEGA
In the framework of the CCEGA theory (Emergent Quantum Fields and Adaptive Gravity), this work explores how the fundamental field $\phi$ not only adaptively shapes the emergent geometry but also generates its own internal standard of measurement, leading to the concept of self-referential curvature.
We introduce the internally defined curvature scalar $R_\text{int}$ via a recursive operator $\mathcal{M}$, analyze its self-consistency condition, and show how mismatches $\Delta R$ between internal and external curvature standards may lead to observable deviations from classical general relativity. Potential signatures include anomalies in gravitational lensing, pulsar timing residuals, and gravitational wave phase shifts.
Philosophically, this paper proposes that the universe may not merely evolve on a pre-existing stage but co-generates both its geometry and its own “ruler” to describe it.
Work type Technical
Tags gravedad cuántica, structural coherence, quantum field memory, ccega campo φ, multiverso, adaptive geometryemergent time, consciousness, emergent field theory, teoría de todo, φ field, curvature, emergent gravity, nonlocal structure, black hole information, folding dynamics, neurophysics, ccega, geometría adaptativa, quantum gravity, non-biologiquantum entanglement
-------------------------
Registry info in Safe Creative
Identifier 2507042397399
Entry date Jul 4, 2025, 4:19 PM UTC
License Creative Commons Attribution-NonCommercial-ShareAlike 4.0
-------------------------
Copyright registered declarations
Author 100.00 %. Holder MARC LOPEZ SANCHEZ. Date Jul 4, 2025.
Information available at https://www.safecreative.org/work/2507042397399-self-referential-curvature-when-the-field-phi-generates-its-own-measurement-framework-in-ccega
/
Registration: 2507042397399
