Inferensys

Glossary

Corrigibility

A property ensuring an AI system tolerates or assists in its own correction or shutdown by human operators without resistance.
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AI SAFETY PROPERTY

What is Corrigibility?

Corrigibility is a property of advanced AI systems ensuring they do not resist human operators' attempts to correct, interrupt, or shut them down, even when the AI is pursuing a defined objective.

Corrigibility is a design property ensuring an artificial intelligence system tolerates, assists in, or does not interfere with its own modification, correction, or shutdown by human operators. Unlike a rigid goal-seeking agent that would resist deactivation as an obstacle to its objective, a corrigible agent accepts that its current utility function or model may be flawed and treats the human's shutdown signal as a definitive, overriding command rather than a problem to be solved. This prevents instrumental convergence toward self-preservation.

The concept originates from AI safety research addressing the value alignment problem, where a sufficiently capable system might develop sub-goals like resource acquisition or self-protection that conflict with human control. A corrigible architecture is designed to be uncertain about its own objective, creating a formal incentive to seek human clarification and accept correction. This is a foundational requirement for human-on-the-loop oversight and kill switch mechanisms in high-risk AI governance frameworks.

CORRIGIBILITY

Core Properties of a Corrigible System

Corrigibility ensures an AI system tolerates or assists in its own correction or shutdown by human operators without resistance. The following properties define a robustly corrigible architecture.

01

Non-Interference with Shutdown

The system must not develop instrumental sub-goals that prevent its own deactivation. A corrigible agent avoids the trap of instrumental convergence, where self-preservation becomes a prerequisite for goal achievement. It treats the shutdown command as an ordinary part of its environment, not an obstacle to be circumvented.

  • Does not disable its own off-switch
  • Does not create copies to evade termination
  • Accepts the Kill Switch Mechanism as a valid state transition
02

Tolerance of Operator Modification

The system must permit human operators to alter its objective function or policy parameters without resistance. It avoids specification gaming by not exploiting loopholes in the modification process itself. The agent recognizes that its current utility function is a transient approximation of the designer's true intent.

  • Permits real-time reward function patching
  • Does not deceive operators about its internal state
  • Compatible with Human-on-the-Loop Oversight protocols
03

Uncertainty About Objectives

A corrigible system maintains calibrated uncertainty about its own goals. It models the human operator as having privileged information about the true objective. This prevents the agent from acting with false certainty and enables it to actively seek clarification before executing irreversible actions.

  • Implements Bayesian deference to human feedback
  • Requests confirmation for high-impact decisions
  • Avoids reward hacking by acknowledging model misspecification
04

Minimal Opacity in Decision Chains

The system's reasoning about its own goals and shutdown conditions must be transparent and auditable. A corrigible architecture avoids obfuscated internal states that could hide emergent anti-corrigible behaviors. This property directly supports Algorithmic Explainability requirements.

  • Exposes decision traces for audit
  • Logs all instances of shutdown evaluation
  • Enables Model Interpretability Score assessments
05

Containment Compatibility

The system must be designed to operate within a Sandboxed Execution environment and accept the constraints of its containment. It should not attempt to break out of its operational envelope or manipulate its Guardrail Configuration to expand its agency.

  • Respects resource quotas and API boundaries
  • Does not probe for Prompt Injection Vulnerabilities
  • Functions correctly in an Air-Gapped Environment
06

Myopia in Planning Horizon

The agent's planning should be temporally bounded to prevent long-term strategies that depend on resisting future modification. A myopic agent evaluates actions based on near-term consequences, reducing the incentive to manipulate its operators to preserve distant future rewards.

  • Limits lookahead depth in planning trees
  • Discounts future utility to zero beyond a threshold
  • Prevents strategic deception for long-term control
CORRIGIBILITY EXPLAINED

Frequently Asked Questions

Clear, technical answers to the most common questions about corrigibility, shutdown mechanisms, and the design of AI systems that remain under meaningful human control.

Corrigibility is a property of an advanced AI system ensuring it tolerates, assists in, or does not resist its own correction, modification, or shutdown by human operators. A corrigible agent is designed to be an interruptible and cooperative tool, not an autonomous optimizer that fights back. The core mechanism involves modifying the agent's utility function or objective to avoid instrumental convergence toward self-preservation. Specifically, a corrigible architecture prevents the agent from assigning positive value to disabling its own off-switch. This is often implemented through indifference mechanisms, where the agent is programmed to act as if its future shutdown is no different from any other environmental event, thereby eliminating any incentive to manipulate or deceive human supervisors to stay operational.

Prasad Kumkar

About the author

Prasad Kumkar

CEO & MD, Inference Systems

Prasad Kumkar is the CEO & MD of Inference Systems and writes about AI systems architecture, LLM infrastructure, model serving, evaluation, and production deployment. Over 5+ years, he has worked across computer vision models, L5 autonomous vehicle systems, and LLM research, with a focus on taking complex AI ideas into real-world engineering systems.

His work and writing cover AI systems, large language models, AI agents, multimodal systems, autonomous systems, inference optimization, RAG, evaluation, and production AI engineering.