Saved in:
| Hovedforfatter: | |
|---|---|
| Format: | Recurso digital |
| Sprog: | engelsk |
| Udgivet: |
Zenodo
2026
|
| Fag: | |
| Online adgang: | https://doi.org/10.5281/zenodo.19776499 |
| Tags: |
Tilføj Tag
Ingen Tags, Vær først til at tagge denne postø!
|
Indholdsfortegnelse:
- <p>This dataset presents a unified phenomenological framework based on a structural discrepancy variable Δ, applied to two fundamental problems in theoretical physics.</p> <p>Paper A:<br>A Structural Regularization of the Cosmological Singularity.<br>The Big Bang singularity is reinterpreted as an unbounded discrepancy between classical geometry and quantum matter, leading to a non-singular bouncing cosmology.</p> <p>Paper B:<br>A Phenomenological Open-System Model of Delayed Information Release in Black Hole Evaporation.<br>The black hole information paradox is reformulated as a delayed release process governed by an entropy buffer Δ(t) and a generalized entropy gap Δ_RT(t), implemented through Lindblad dynamics.</p> <p>The framework demonstrates that both singularities and information loss can be understood as manifestations of uncontrolled structural discrepancy.</p> <p>A key falsifiable prediction is derived:<br>γ(M) ∝ M⁻³</p> <p>This work is intended as a macroscopic effective model bridging semi-classical gravity and quantum information dynamics.</p> <p> </p> <p>{Read}<br><br># Δ-Discrepancy Framework <br>## A Unified Structural Model for Cosmological Singularities and Black Hole Information Recovery</p> <p>---</p> <p>## Overview</p> <p>This repository presents a unified phenomenological framework based on a structural discrepancy variable Δ, applied to two fundamental problems in theoretical physics:</p> <p>- Paper A (Cosmology) <br> Structural regularization of the Big Bang singularity via discrepancy damping → Big Bounce</p> <p>- Paper B (Black Hole Physics) <br> Resolution of the black hole information paradox via entropy-buffered Lindblad dynamics → Delayed Information Release</p> <p>---</p> <p>## Core Principle</p> <p>> Unbounded discrepancy → physical divergence <br>> Bounded discrepancy → regular evolution</p> <p>This framework reinterprets:</p> <p>- Cosmological singularities <br>- Black hole information loss </p> <p>as manifestations of uncontrolled structural discrepancy, rather than true physical infinities or violations.</p> <p>---</p> <p>## Repository Structure</p> <p>/Paper_A_Cosmology/ - Cosmological_Singularity_Paper.pdf /Paper_B_BlackHole/ - BlackHole_Information_Paper.pdf /framework_summary.pdf /README.md /LICENSE</p> <p>---</p> <p>## Key Concepts</p> <p>- Δₖ (Cosmology): <br> Structural mismatch between spacetime geometry and quantum matter expectation</p> <p>- Δ(t) (Black Hole): <br> Hidden entanglement entropy buffer</p> <p>- Δ_RT (Order Parameter): <br> Generalized entropy gap controlling information release</p> <p>- Lindblad Dynamics: <br> Open quantum system formulation ensuring trace preservation and positivity</p> <p>---</p> <p>## Main Contributions</p> <p>1. Singularity Resolution Without Quantum Gravity Machinery <br> Big Bang singularity replaced by bounded discrepancy dynamics</p> <p>2. Macroscopic Model of Information Recovery <br> Black hole information paradox reformulated as delayed release process</p> <p>3. Unified Structural Interpretation <br> Same Δ-framework applies to both cosmology and black holes</p> <p>4. Testable Prediction<br> Entropy decay rate after Page time:</p> <p> γ(M) ∝ M⁻³</p> <p>---</p> <p>## Scope and Limitations</p> <p>This framework is:</p> <p>- A phenomenological effective model<br>- Not a derivation of quantum gravity from first principles<br>- Valid in the semi-classical regime</p> <p>---</p> <p>## Citation</p> <p>If you use or reference this work, please cite both papers as a unified framework.</p> <p>---</p> <p>## Author</p> <p>Kyeong-Up Moon <br>Independent Researcher </p> <p>---</p> <p>## License</p> <p>This work is released under the MIT License.</p> <p>---</p> <p>## Contact</p> <p>moonkup@gmail.com</p> <p> </p>