ZLT-P6: The Emergency Algorithmic Trap — Structural Negligence in AI-Driven Governance: A Zero Leap Theory Analysis of Consent, Explainability, and Accountability in Automated Decision Systems

Algorithmic decision systems deployed for criminal justice, credit scoring, hiring, and social governance exhibit a predictable structural failure mode: emergency deployments become permanent infrastructure, inheriting closed gates and generating lock-in with mathematical certainty. This paper applies Zero Leap Theory (ZLT) to demonstrate that algorithmic consent (C), explainability (O), and human override capacity (κ) are physical constraints on deployment admissibility — not policy preferences. Core formal contribution: Theorem 3.1 (Algorithmic Deployment Inadmissibility) — proved in 7 formal steps from the ZLT Structural Action Functional (P50M Lemma L1): when any of C=0, O=0, or κ<κ_min holds, G_A<G_crit, λ(t)→+∞, A_ZLT→+∞, and no accuracy improvement can compensate. Theorem 2.1 (I-2 — Sophistication Inheritance): optimization within a G_A-collapsed channel inherits inadmissibility — this is the source theorem of I-2 in the ZLT corpus. Operational contribution: IAS-ALG v2.4 — 11-criterion algorithmic audit standard with override_rate operationalization, recurrent O_eff(H) audit (criterion #11), three-tier proportionality, OD-1 legacy transition protocol, and Proposition 7.3 (first computational operationalization of κ_min via override_rate > algo_error_rate × κ_fraction; Grade B). Empirical contribution — five cross-domain DRCs: DRC-1 (Grade A): GCF-TEST/P65A — Φ=0 → G=0% on 45/45 isolated LLM calls; phase-transition (step function) between Φ=0.5 and Φ=0.6 DRC-2 (Grade B): P45/I-9 — V_a/V_obs: COMPAS ~3×10⁶ (LOCKIN), UK A-Level ~0.4 (reversal successful) DRC-3 (Grade A/B): P50L-B — O_eff(H) decays monotonically with H; McNemar p<0.05, N=40 DRC-4 (Grade A): P83 NCUA — κ_min necessary condition: sensitivity=100%, N=115,224, Cox PH confirmed DRC-5 (Grade B): Multi-domain cliff convergence — COMPAS ARI 16-year time series: cliff 2015→2016 of +58.5 units, +289%, Z=44.1σ, p<10⁻¹⁰; three independent metrics (Φ-gate, Φ+H composite, O-gate) all showing threshold behavior Normative contribution: AI.1–AI.4 legislative standards with 10 sub-requirements, 6 implementation mechanisms, 4-phase roadmap. §9 proposes algorithmic structural negligence as normative translation of structural inadmissibility — explicitly distinguished from formal theorems. DOI of previous version: 10.5281/zenodo.18277709 (v1.1, January 2026) Keywords Zero Leap Theory, algorithmic governance, structural inadmissibility, non-compensability, consent gate, explainability, human override capacity, kappa_min, IAS-ALG, algorithmic audit standard, COMPAS, ARI, cliff effect, phase transition, Lagrangian, G_T G_A architecture, Sophistication Inheritance, I-2, Domain Reduction Lemma, algorithmic negligence, EU AI Act, criminal justice AI, deployment permanence, lock-in, skill atrophy, κ decay, override rate, multi-domain convergence

Authors

Publication Details

Journal
Zenodo (CERN European Organization for Nuclear Research)
Published
2026-04-14
DOI
https://doi.org/10.5281/zenodo.18275530
Primary Topic
Ethics and Social Impacts of AI
Type
article
Field-Weighted Citation Impact
0.00
Controls
|||
ALL TIME
JAN
FEB
MAR
APR
MAY
JUN
JUL
AUG
SEP
OCT
article

ZLT-P6: The Emergency Algorithmic Trap — Structural Negligence in AI-Driven Governance: A Zero Leap Theory Analysis of Consent, Explainability, and Accountability in Automated Decision Systems

DANNY YUBI DAGOGLIANO
Zenodo (CERN European Organization for Nuclear Research)
Ethics and Social Impacts of AI
article

ZLT-P6: The Emergency Algorithmic Trap — Structural Negligence in AI-Driven Governance: A Zero Leap Theory Analysis of Consent, Explainability, and Accountability in Automated Decision Systems

DANNY YUBI DAGOGLIANO
article en

Abstract

Algorithmic decision systems deployed for criminal justice, credit scoring, hiring, and social governance exhibit a predictable structural failure mode: emergency deployments become permanent infrastructure, inheriting closed gates and generating lock-in with mathematical certainty. This paper applies Zero Leap Theory (ZLT) to demonstrate that algorithmic consent (C), explainability (O), and human override capacity (κ) are physical constraints on deployment admissibility — not policy preferences. Core formal contribution: Theorem 3.1 (Algorithmic Deployment Inadmissibility) — proved in 7 formal steps from the ZLT Structural Action Functional (P50M Lemma L1): when any of C=0, O=0, or κ<κ_min holds, G_A<G_crit, λ(t)→+∞, A_ZLT→+∞, and no accuracy improvement can compensate. Theorem 2.1 (I-2 — Sophistication Inheritance): optimization within a G_A-collapsed channel inherits inadmissibility — this is the source theorem of I-2 in the ZLT corpus. Operational contribution: IAS-ALG v2.4 — 11-criterion algorithmic audit standard with override_rate operationalization, recurrent O_eff(H) audit (criterion #11), three-tier proportionality, OD-1 legacy transition protocol, and Proposition 7.3 (first computational operationalization of κ_min via override_rate > algo_error_rate × κ_fraction; Grade B). Empirical contribution — five cross-domain DRCs: DRC-1 (Grade A): GCF-TEST/P65A — Φ=0 → G=0% on 45/45 isolated LLM calls; phase-transition (step function) between Φ=0.5 and Φ=0.6 DRC-2 (Grade B): P45/I-9 — V_a/V_obs: COMPAS ~3×10⁶ (LOCKIN), UK A-Level ~0.4 (reversal successful) DRC-3 (Grade A/B): P50L-B — O_eff(H) decays monotonically with H; McNemar p<0.05, N=40 DRC-4 (Grade A): P83 NCUA — κ_min necessary condition: sensitivity=100%, N=115,224, Cox PH confirmed DRC-5 (Grade B): Multi-domain cliff convergence — COMPAS ARI 16-year time series: cliff 2015→2016 of +58.5 units, +289%, Z=44.1σ, p<10⁻¹⁰; three independent metrics (Φ-gate, Φ+H composite, O-gate) all showing threshold behavior Normative contribution: AI.1–AI.4 legislative standards with 10 sub-requirements, 6 implementation mechanisms, 4-phase roadmap. §9 proposes algorithmic structural negligence as normative translation of structural inadmissibility — explicitly distinguished from formal theorems. DOI of previous version: 10.5281/zenodo.18277709 (v1.1, January 2026) Keywords Zero Leap Theory, algorithmic governance, structural inadmissibility, non-compensability, consent gate, explainability, human override capacity, kappa_min, IAS-ALG, algorithmic audit standard, COMPAS, ARI, cliff effect, phase transition, Lagrangian, G_T G_A architecture, Sophistication Inheritance, I-2, Domain Reduction Lemma, algorithmic negligence, EU AI Act, criminal justice AI, deployment permanence, lock-in, skill atrophy, κ decay, override rate, multi-domain convergence

Zenodo (CERN European Organization for Nuclear Research)
Openalex Percentile: Top 91%
Ethics and Social Impacts of AI
AI Navigator

Ask Laika to Summarize, Analyze, and Connect papers live on the map.

Summarize Papers & Methodologies

Extract key findings, datasets, and comparative methods across publications.

Benchmark Rankings & Visual Analytics

Rank top research institutions, authors, funders, topics, and journals by Field-Weighted Citation Impact (FWCI) and paper volume with instant charts.

Connect Distant Disciplines

Bridge topological clusters on the map to find hidden collaborative intersections.