Repro_Emergent Persistent Modes in an Adaptive Field-Topology System II

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Main Author: Ungureanu, D Stefan
Format: Recurso digital
Language:En
Published: Zenodo 2026
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author Ungureanu, D Stefan
author_facet Ungureanu, D Stefan
contents <p>Reproducibility package for: "Emergent Persistent Modes in an Adaptive Field-Topology System II: Phase Dynamics, Spectral Transition, and Inversion of Coupling Regime in the Complex Field"</p> <p>This archive contains all simulation code, analysis scripts, numerical data, and figures required to reproduce the results reported in the companion paper (Stefan D. Ungureanu, 2026).</p> <p>The package includes: simulation source code (v6.1, N=65,536, complex scalar field ψ ∈ ℂ), analysis scripts, census and spectral output data, and all 7 figures at 300 DPI. Checkpoint files (.pkl) and NPZ spectral archives are available from the author upon request.</p> <p>Contents: <code>simulation/</code>, <code>analysis_scripts/</code>, <code>v6.1/</code>, <code>figures/</code>, <code>README.md</code></p> <p>Requirements: Python 3.10+, NumPy, SciPy, NetworkX, CUDA-capable GPU (recommended for v6.1).</p> <p>Author: Stefan D. Ungureanu | ORCID: 0009-0007-6242-6305</p>
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publishDate 2026
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spellingShingle Repro_Emergent Persistent Modes in an Adaptive Field-Topology System II
Ungureanu, D Stefan
Emergent Phenomena
Persistent Modes
Localization
Scalar Field
Adaptive Networks
Complex Networks
Self-Organization
Anderson Localization
Computational Physics
Field-Topology Coupling
Mode Density
Jaccard Similarity
Spectral Analysis
Inverse Participation Ratio
CFT Genesis
Complex Scalar Field
Phase Memory
Vortex Dynamics
Localization Length
Phase-Topology Decoupling
Rayleigh Distribution
Reproducibility Package
<p>Reproducibility package for: "Emergent Persistent Modes in an Adaptive Field-Topology System II: Phase Dynamics, Spectral Transition, and Inversion of Coupling Regime in the Complex Field"</p> <p>This archive contains all simulation code, analysis scripts, numerical data, and figures required to reproduce the results reported in the companion paper (Stefan D. Ungureanu, 2026).</p> <p>The package includes: simulation source code (v6.1, N=65,536, complex scalar field ψ ∈ ℂ), analysis scripts, census and spectral output data, and all 7 figures at 300 DPI. Checkpoint files (.pkl) and NPZ spectral archives are available from the author upon request.</p> <p>Contents: <code>simulation/</code>, <code>analysis_scripts/</code>, <code>v6.1/</code>, <code>figures/</code>, <code>README.md</code></p> <p>Requirements: Python 3.10+, NumPy, SciPy, NetworkX, CUDA-capable GPU (recommended for v6.1).</p> <p>Author: Stefan D. Ungureanu | ORCID: 0009-0007-6242-6305</p>
title Repro_Emergent Persistent Modes in an Adaptive Field-Topology System II
topic Emergent Phenomena
Persistent Modes
Localization
Scalar Field
Adaptive Networks
Complex Networks
Self-Organization
Anderson Localization
Computational Physics
Field-Topology Coupling
Mode Density
Jaccard Similarity
Spectral Analysis
Inverse Participation Ratio
CFT Genesis
Complex Scalar Field
Phase Memory
Vortex Dynamics
Localization Length
Phase-Topology Decoupling
Rayleigh Distribution
Reproducibility Package
url https://doi.org/10.5281/zenodo.19208152