Unified Field Theory of Eternal Bloom (UFT-EB)

Author: Alexander T. Sherrod Contact: connect@alexandersherrod.com Website: eternalbloom.com

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Overview

The Unified Field Theory of Eternal Bloom (UFT-EB) proposes that classical reality emerges when internal informational coherence crosses a critical, observer-independent threshold. This repository contains the journal paper, simulation code, theoretical documents, and supporting data for the theory.

Key Claims

• Deterministic collapse: Quantum-to-classical transition is determined by the system's informational state, not by random noise or external observers
• Covariant formulation: Fully relativistic tau-lock collapse with light-cone-localized stochastic coupling, no-signaling proof, and stress-energy conservation
• Gravity from information: Entropy-curvature coupling recovers GR in the classical limit while generating corrections at quantum and cosmological scales
• Falsifiable predictions: Specific experimental protocols for quantum optics, BECs, superconducting qubits, and cosmological observation

Core Equations

Bloom Field Equation:

nabla^2 DeltaPsi_i - Gamma_futures * Theta = 0

Collapse Threshold:

H_bar(DeltaPsi_i) >= Phi_c

GR Overlay:

G_{mu nu} = (8 pi G / c^4) * (E[T_{mu nu}] + lambda * Xi_{mu nu})

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Repository Structure

eternal-bloom-github/
|-- paper/
|   |-- UFT_EB_Journal_Paper.tex    # Full LaTeX source
|   |-- UFT_EB_Journal_Paper.pdf    # Compiled paper (11 pages)
|   |-- eternal_bloom_refs.bib      # 27+ BibTeX references
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|-- simulations/
|   |-- uft-eb_phi_threshold_simulation_clean.py   # Qiskit 6-qubit threshold sim
|   |-- Bloom_UFT-EB_Simulation_REAL_FIXED.ipynb    # Lattice BFE notebook
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|-- docs/
|   |-- UFT-EB_Covariant_Tau_Lock_Ansatz_v0.1.md   # Original tau-lock formulation
|   |-- UFT-EB_Covariant_Tau_Lock_Ansatz_UPDATED.md # Updated with visual schematic
|
|-- website/                        # Static site source (eternalbloom.com)
|-- data/images/                    # Simulation visualizations
|-- README.md
|-- LICENSE

Running the Simulations

Phi Threshold Simulation (Qiskit)

pip install qiskit qiskit-aer numpy
python simulations/uft-eb_phi_threshold_simulation_clean.py

Runs a 6-qubit quantum circuit with thermal noise (T1=50us, T2=30us) and increasing entangling depth. Monitors the coherence measure Phi and reports when the threshold Phi_c ~ 1.5 is crossed.

Lattice BFE Simulation (Jupyter)

pip install numpy scipy matplotlib jupyter
jupyter notebook simulations/Bloom_UFT-EB_Simulation_REAL_FIXED.ipynb

Generates a 20x20 coherence lattice, computes Laplacian curvature, BFE residuals, and predictive anomaly maps.

Citation

@article{Sherrod2026UFT-EB,
  author  = {Alexander T. Sherrod},
  title   = {Unified Field Theory of Eternal Bloom (UFT-EB): Informational Emergence, Threshold Collapse, and Covariant tau-Lock Dynamics in Quantum Systems},
  year    = {2026},
  note    = {Preprint}
}

License

This work is shared for academic and research purposes. See LICENSE for details.

Acknowledgments

The author acknowledges the use of GPT-4 (OpenAI) and Claude (Anthropic) as collaborative tools in developing the mathematical formalism and testing conceptual consistency. All core ideas and the foundational concept of informational threshold collapse originate with A.T. Sherrod.