From Legal Rules to Evidence Architectures: A Theory of Minimum Legally Sufficient Telemetry

Autonomous systems are usually instrumented for operation before anyone knows which facts a later legal dispute will make decisive. The result can be paradoxical: abundant logs, yet no evidence for the distinction that matters. We introduce Legal-to-Evidence Compilation (LEXCOMP), a formal design layer that maps a structured rule model, legal question, and system description into factual worlds, a legal quotient, material predicates, typed evidence obligations, and Minimum Legally Sufficient Telemetry (MLST). The central principle is that law induces a quotient of factual reality; legal evidence is a sufficient representation of that quotient; and telemetry design is the engineering problem of realizing that representation at minimum cost. We define Legal Distinction Complexity, the Legal Sufficiency Gap, and legally sufficient statistics; derive an information lower bound; prove compilation soundness and incompleteness, jurisdictional non-universality, refinement monotonicity, MLST NP-hardness, and portfolio subadditivity; and extend the framework to robust consequence models. LEXCOMP implements exact MILP and greedy synthesis, adversarial compilation tests, legal-change regret, and an interactive explorer. Across 450 controlled trials, MLST preserved all modeled legal distinctions at 0.073 normalized cost. An executed reference-agent trace showed operational telemetry covered 0.500 of legal distinctions, whereas MLST achieved complete modeled coverage without claiming automatic legal interpretation or liability.

Authors

Publication Details

Journal
Zenodo (CERN European Organization for Nuclear Research)
Published
2026-08-26
DOI
https://doi.org/10.5281/zenodo.22106570
Primary Topic
Artificial Intelligence in Law
Type
preprint
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preprint

From Legal Rules to Evidence Architectures: A Theory of Minimum Legally Sufficient Telemetry

Md. Amir Khusru Akhtar
Zenodo (CERN European Organization for Nuclear Research)
Artificial Intelligence in Law
preprint

From Legal Rules to Evidence Architectures: A Theory of Minimum Legally Sufficient Telemetry

Md. Amir Khusru Akhtar
preprint en

Abstract

Autonomous systems are usually instrumented for operation before anyone knows which facts a later legal dispute will make decisive. The result can be paradoxical: abundant logs, yet no evidence for the distinction that matters. We introduce Legal-to-Evidence Compilation (LEXCOMP), a formal design layer that maps a structured rule model, legal question, and system description into factual worlds, a legal quotient, material predicates, typed evidence obligations, and Minimum Legally Sufficient Telemetry (MLST). The central principle is that law induces a quotient of factual reality; legal evidence is a sufficient representation of that quotient; and telemetry design is the engineering problem of realizing that representation at minimum cost. We define Legal Distinction Complexity, the Legal Sufficiency Gap, and legally sufficient statistics; derive an information lower bound; prove compilation soundness and incompleteness, jurisdictional non-universality, refinement monotonicity, MLST NP-hardness, and portfolio subadditivity; and extend the framework to robust consequence models. LEXCOMP implements exact MILP and greedy synthesis, adversarial compilation tests, legal-change regret, and an interactive explorer. Across 450 controlled trials, MLST preserved all modeled legal distinctions at 0.073 normalized cost. An executed reference-agent trace showed operational telemetry covered 0.500 of legal distinctions, whereas MLST achieved complete modeled coverage without claiming automatic legal interpretation or liability.

Zenodo (CERN European Organization for Nuclear Research)
Peace, Justice and strong institutions
Artificial Intelligence in Law
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From Legal Rules to Evidence Architectures: A Theory of Minimum Legally Sufficient Telemetry — Md. Amir Khusru Akhtar · Zenodo (CERN European Organization for Nuclear Research) (2026) | TGRS Research Map | TGRS