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    "description": "<p>This technical report presents the first systematic comparison between Relational Thermodynamic Layered Index (RTLI) coherence geometry and General Relativity&rsquo;s gravitational time-dilation structure across four independent astrophysical regimes: the Cosmic Microwave Background, SPARC galaxy rotation curves, the Radial Acceleration Relation, and SPTpol galaxy clusters.</p>\n<p>Across all datasets, RTLI coherence angles follow a&nbsp;<span><strong>monotonic inverse hierarchy</strong></span> that parallels the depth of gravitational potential wells predicted by General Relativity, while preserving RTLI&rsquo;s characteristic internal (&asymp;20&deg;) and boundary (&asymp;40&deg;) coherence angles. A time-flow parameter,</p>\n<p><span>v_t^{\\mathrm{RTLI}} = w_{\\mathrm{geo}} \\cos\\theta,</span></p>\n<p>is shown to track the <em>ordering</em> of GR time-dilation factors, suggesting that RTLI encodes gravitational structure in an <span><strong>information-geometric language</strong></span> complementary to classical metric curvature.</p>\n<p>The correspondence is&nbsp;<span><strong>phenomenological, not replacement</strong></span>: RTLI does not modify or override GR. Instead, it reveals an underlying relational structure&mdash;observable in PCA coherence, cluster scaling relations, CMB dimensional flow (&rho; = &plusmn;1.000), and the universal 73/27 information split in black holes&mdash;that appears consistent with how GR organizes physical systems.</p>\n<p>We conclude that RTLI provides a unifying information-geometric lens across cosmology, galaxies, clusters, and black holes, and merits further development as a complementary framework for interpreting gravitational phenomena.</p>",
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        "subject": "Relational Thermodynamic Layered Index (RTLI); coherence geometry; General Relativity; gravitational potential; time dilation; information geometry; universal coherence angles; cosmology; CMB; SPARC; Radial Acceleration Relation; SPTpol clusters; PCA coherence; 73/27 information split; black hole information; emergent geometry; astrophysical scaling laws; phenomenological correspondence."
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