Finite Reversible Lattice Dynamics: Tomography and Arithmetic Geometry - Code and Exact Results

Published: 2 October 2026| Version 1 | DOI: 10.17632/rjp774vzcd.1
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Description

Computational evidence for the manuscripts Finite-Family Tomography and Arithmetic Geometry of Finite Reversible Lattice Dynamics. Five deterministic audits construct finite periodic history families and check reconstruction, indistinguishability, local completeness, nonlinear finite-alphabet examples, finite-field point counts, spectral projectors, dilation laws, and singularity probes. JSON reports contain exact results and source hashes. A byte-identical copy of the companion Operand Engine runtime is included so the deposit can be reproduced independently. The audits supplement the analytic proofs in the manuscripts.

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Steps to reproduce

Extract the ZIP and run python3 -I -S -B reproduce.py from its top-level directory. Detailed commands and comparison rules are in REPRODUCE.txt.

Categories

Cellular Automaton, Algebraic Geometry, Polynomial Rings over Finite Fields

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