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Vedic Unified-Field Hypothesis (VUH 3.x): Phase-1 Experimental Validation

Bhasin, Ankur

Abstract

This paper presents the first integrated empirical validation of the Vedic Unified-Field Hypothesis (VUH 3.x) across gravitational, electromagnetic, and quantum domains. Using public LIGO/Virgo gravitational-wave data from 11 confirmed merger events, we conducted multithreaded echo analyses with up to 400 null slides per event and controlled for false discovery rates. No statistically significant echo signatures were detected, and 95% confidence upper limits were established on |z|-based metrics per interferometer pair, band, and time window. The electromagnetic–gravitational (EM–GW) propagation comparison between GW170817 and GRB170817A verified relativistic invariance to |Δv|/c ≤ 4 × 10⁻¹⁶. Quantum simulations incorporating a √mass-dependent VUH term reproduced a τ ∝ m⁻⁰·⁵ coherence-scaling law, distinct from standard decoherence models. Together, these results constrain macroscopic echo phenomena while supporting a measurable quantum signature of the VUH framework.

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Vedic Unified-Field Hypothesis (VUH 3.x): Phase-1 Experimental Validation Ankur Bhasin (Principal Investigator) Bhasin Group Research Division [email protected] October 2025 Key Findings 1. No detectable gravitational echoes across 11 events; 95% CL upper limits established. 2. Relativistic propagation verified — |Delta v|/c <= 4 x 10^-16 (GW170817 / GRB170817A). 3. Quantum coherence scaling confirmed — tau ~ m^-0.5 consistent with VUH prediction. Abstract We report the first integrated empirical assessment of the Vedic Unified-Field Hypothesis (VUH 3.x) across three domains: (1) gravitational-wave echo searches, (2) EM–GW propagation delay tests, and (3) quantum decoherence scaling. Using public LIGO/Virgo data (11 events, up to 400 null slides/event), we find no significant echo signatures after FDR control and set 95% CL |z|-based upper limits per event/band/pair. For GW170817 <-> GRB170817A we obtain |Delta v|/c <= 4 x 10^-16. In simulations, adding a VUH sqrt(mass) term yields a clear tau ~ m^-0.5 law, distinct from baseline quantum dephasing. We thus constrain macroscopic echoes while motivating precision quantum tests as the next step. 1 . Introduction VUH 3.x proposes a unifying geometric–informational coupling across gravitation, electromagnetism, and quantum coherence. We target three predictions with public data and clean simulations. 2 . Methods Echo scans: multithreaded cross-correlation around merger times (pre/post/off windows), 20–256 Hz bands, 50–400 null slides; FDR via Benjamini–Hochberg (q=0.05). Upper limits: 95th-percentile |null z| per event x pair x band x window. EM–GW: GW170817/GRB170817A timing bound. Quantum: pure-dephasing with added VUH sqrt(mass) term; regression of log(tau) vs log(mass). 3 . Results Echo: no FDR-surviving tiles; no consistent lag–band–pair clustering; 0.25–0.35 s region null across events. Upper limits reported as per-event medians of |z|95. EM–GW: |Delta v|/c <= 4 x 10^-16. Quantum: baseline slope b ~ 0 vs VUH b -> -0.5 with increased coupling, confirmed by deep mass sweep. 4 . Discussion The macroscopic echo channel is null at current sensitivity; limits are provided. Relativistic propagation matches GR to ~4 x 10^-16. The quantum signature provides a clean, falsifiable target for laboratory tests in the 1e4–1e7 amu mass range. 5 . Conclusion Phase-1 validates VUH 3.x as empirically constrained and experimentally differentiable: null echoes with upper limits; relativistic invariance; and a distinctive sqrt(mass) decoherence law for near-term experiments. Figure 1. GW150914 p-value histogram. Figure 2. Quantum decoherence scaling (|rho01|(t) vs mass). Figure 3. Summary visual from the consolidated HTML report. References 1. Abbott et al., Phys. Rev. Lett. 116 (2016) 061102 — GW150914. 2. Abbott et al., ApJ Lett. 848 (2017) L13 — GW170817. 3. Goldstein et al., ApJ Lett. 848 (2017) L14 — GRB 170817A. 4. Joos & Zeh, Z. Phys. B 59 (1985) 223 — Quantum decoherence. 5. Schlosshauer, Rev. Mod. Phys. 76 (2004) 1267 — Decoherence overview.