Dynamic Field Theory: Emergent Informational Density as the Unifying Substrate for Physics

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1. Verfasser: Shea, Emiliano
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author Shea, Emiliano
author_facet Shea, Emiliano
contents <p><strong>Folder Description</strong></p> <p> <strong>Supplementary Data for “Dynamic Field Theory (DFT)” – PRX Submission</strong></p> <p> <strong>Date:</strong> January 2025</p> <p> <strong>DOI:</strong> 10.5281/zenodo.14783344</p> <p> <strong>Author:</strong> Emiliano Shea</p> <p><strong> Folder Contents</strong></p> <p> </p> <p>This dataset contains <strong>supplementary material</strong> and <strong>processed LIGO observational data</strong> used to support the findings of my manuscript submitted to PRX.</p> <p> </p> <p> <strong>SupplementaryDFT.pdf</strong></p> <p>• A detailed explanation of methodologies, numerical simulations, and data analysis.</p> <p>• Covers modifications in <strong>gravitational wave phase shifts and chirp rate</strong>.</p> <p> </p> <p> <strong>LIGO Gravitational Wave Data (HDF5 Format)</strong></p> <p>These files contain <strong>processed gravitational wave strain data from LIGO</strong>, used in the analysis.</p> <p> </p> <p> <strong>Livingston Observatory (L-L1) Files:</strong></p> <p>• L-L1_GWOSC_16KHZ_R1-1242442952-32.hdf5</p> <p>• L-L1_GWOSC_16KHZ_R1-1187008867-32.hdf5</p> <p>• L-L1_GWOSC_16KHZ_R1-1167559921-32.hdf5</p> <p> </p> <p> <strong>Hanford Observatory (H-H1) Files:</strong></p> <p>• H-H1_GWOSC_16KHZ_R1-1242442952-32.hdf5</p> <p>• H-H1_GWOSC_16KHZ_R1-1187008867-32.hdf5</p> <p>• H-H1_GWOSC_16KHZ_R1-1167559921-32.hdf5</p> <p> </p> <p><strong> How to Use This Data</strong></p> <p>• The <strong>HDF5 files</strong> can be opened with:</p> <p>• <strong>Python (h5py, numpy)</strong></p> <p>• <strong>LIGO’s PyCBC tools</strong></p> <p>• <strong>Matlab or other HDF5-compatible software</strong></p> <p>• <strong>SupplementaryDFT.pdf</strong> provides a complete explanation of the data processing and analysis methods.</p>
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spellingShingle Dynamic Field Theory: Emergent Informational Density as the Unifying Substrate for Physics
Shea, Emiliano
Gravitational waves
General Relativity
Quantum physics
Navier-Stokes Equations
Turbulence Modeling
<p><strong>Folder Description</strong></p> <p> <strong>Supplementary Data for “Dynamic Field Theory (DFT)” – PRX Submission</strong></p> <p> <strong>Date:</strong> January 2025</p> <p> <strong>DOI:</strong> 10.5281/zenodo.14783344</p> <p> <strong>Author:</strong> Emiliano Shea</p> <p><strong> Folder Contents</strong></p> <p> </p> <p>This dataset contains <strong>supplementary material</strong> and <strong>processed LIGO observational data</strong> used to support the findings of my manuscript submitted to PRX.</p> <p> </p> <p> <strong>SupplementaryDFT.pdf</strong></p> <p>• A detailed explanation of methodologies, numerical simulations, and data analysis.</p> <p>• Covers modifications in <strong>gravitational wave phase shifts and chirp rate</strong>.</p> <p> </p> <p> <strong>LIGO Gravitational Wave Data (HDF5 Format)</strong></p> <p>These files contain <strong>processed gravitational wave strain data from LIGO</strong>, used in the analysis.</p> <p> </p> <p> <strong>Livingston Observatory (L-L1) Files:</strong></p> <p>• L-L1_GWOSC_16KHZ_R1-1242442952-32.hdf5</p> <p>• L-L1_GWOSC_16KHZ_R1-1187008867-32.hdf5</p> <p>• L-L1_GWOSC_16KHZ_R1-1167559921-32.hdf5</p> <p> </p> <p> <strong>Hanford Observatory (H-H1) Files:</strong></p> <p>• H-H1_GWOSC_16KHZ_R1-1242442952-32.hdf5</p> <p>• H-H1_GWOSC_16KHZ_R1-1187008867-32.hdf5</p> <p>• H-H1_GWOSC_16KHZ_R1-1167559921-32.hdf5</p> <p> </p> <p><strong> How to Use This Data</strong></p> <p>• The <strong>HDF5 files</strong> can be opened with:</p> <p>• <strong>Python (h5py, numpy)</strong></p> <p>• <strong>LIGO’s PyCBC tools</strong></p> <p>• <strong>Matlab or other HDF5-compatible software</strong></p> <p>• <strong>SupplementaryDFT.pdf</strong> provides a complete explanation of the data processing and analysis methods.</p>
title Dynamic Field Theory: Emergent Informational Density as the Unifying Substrate for Physics
topic Gravitational waves
General Relativity
Quantum physics
Navier-Stokes Equations
Turbulence Modeling
url https://doi.org/10.5281/zenodo.14783344