This 28-page companion paper explains the Cage Paradox and the Sentinel Life Equation (SLE) without equations, using an “AI garden” metaphor to make long-horizon governance intuitive. As AI systems become long-lived, continuously updated, tool-integrated and deployed in changing environments, safety becomes less about one-time evaluation and more about whether the system remains governable as it changes. The paper contrasts three regimes for managing evolving AI: Caged (frozen internals under a changing world) Wild (unconstrained self-change) Sentinel (governed evolution – change is allowed only when it is measured, bounded, auditable and reversible) Readers who want formal definitions can continue to the technical papers: SLE (framework) and The Cage Paradox (regime map), followed by Continuity Without Cages (technical safety case + evidence posture). Series links (Project Orion): The Sentinel Life Equation (SLE): A Proposed Dynamical Framework for AI Continuity and Alignment – DOI: 10.5281/zenodo.20596990 The Cage Paradox: A Thought Experiment on Stability, Drift and the Evolution of Intelligent Systems – DOI: 10.5281/zenodo.20596953 The Cage Paradox: A Thought Experiment on Stability, Drift and the Evolution of Intelligent Systems – A Non-Technical Introduction to Sentinel-Grade AI – DOI: 10.5281/zenodo.20597068 Sentinel-Grade AI: Continuity Without Cages – DOI: 10.5281/zenodo.18750012 Sentinel-Grade AI: Continuity Without Cages – Non-Technical Companion – DOI: 10.5281/zenodo.18750318 AI-to-AI Diplomacy: Why LLM-Only Negotiation Fails Under Zero Trust and How SLE-Governed Systems Enable Proof-Carrying Compacts – DOI: 10.5281/zenodo.18881155 AI-to-AI Diplomacy: Proof-Carrying Compacts for Zero-Trust AI-to-AI Interoperability – Non-Technical Companion – DOI: 10.5281/zenodo.18881281 Project Hub Tier-1 controlled-access verification) is detailed in Continuity Without Cages. Audience line: General readers, decision-makers, regulators/auditors, mission assurance stakeholders and cross-disciplinary researchers.
Behzad Farmand (Sun,) studied this question.