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Scale-Invariant Boundary Geometry: A Unified M=0 Lattice Model

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<p dir="ltr">This thesis presents a scale-invariant M=0 dual-pyramid lattice model anchored by the coordinate triplet [1, \sqrt{24}, 5] and r_0 = 0.860\text{ fm}.

Description

It resolves spacetime singularities via Neumann reflections, maps systems across 40 orders of magnitude via the Universal Transition Table (UTT), derives the inverse fine-structure constant (\alpha^{-1} \approx 137.035999) from 12 IVM kissing points, and implements non-volatile memory on bare-metal RISC-V hardware (SEEBECK_STAT_REG at 0x40001000) using Cole-Hopf phase inversions. ​Defensive Publication & Licensing: Public disclosure on Figshare establishes prior art under 35 U.S.C. § 102(b) to anchor the author's 12-month USPTO patent grace period for all fluidless thermal, Seebeck, and URFS architecture claims.

All hardware designs are licensed under CERN-OHL-S-v2 (Strong Copyleft); all software/firmware is licensed under GNU AGPLv3. Any derivative work or commercial implementation must remain open-source under identical terms. © Mitch Hoppe. All rights reserved.</p>

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