A sophisticated diagnostic tool for measuring information diversity and redundancy within multi-agent group communications.
The fastest way to install a skill directly from the registry.
npx clawhub@latest install agent-entropy-meter
Copy the skill folder to one of these locations
~/.openclaw/skills/ <project>/skills/ Priority: Workspace > Local > Bundled
Copy this prompt to OpenClaw to install it automatically.
Help me install agent-entropy-meter using Clawhub. If Clawhub is not installed, install it first (npm i -g clawhub).
Get the raw skill files in a ZIP archive.
The Agent Entropy Meter is a specialized analytical tool designed to quantify the efficiency of interactions between AI agents. As a key component of the Openclaw Skills ecosystem, it allows developers to measure the actual information value of agent messages by applying mathematical principles like Shannon Entropy and the Redundancy Ratio. This skill is vital for optimizing multi-agent systems where high communication overhead can lead to increased costs and decreased decision-making quality.
By identifying echo chambers and knowledge silos, this tool provides the data necessary to refine agent prompts and workflows. It helps ensure that each agent in a swarm contributes unique, high-entropy information rather than duplicating existing knowledge. Integrating this with other Openclaw Skills ensures a robust, measurable framework for agentic collaboration.
To utilize this functionality within your Openclaw Skills environment, require the module in your project logic. Ensure your agent framework can provide message category probabilities.
npm install @openclaw/agent-entropy-meter
const meter = require('./skills/agent-entropy-meter');
// Initialize with message distribution data
const entropy = meter.shannonEntropy([0.5, 0.3, 0.2]);
The skill produces a structured data report focusing on four primary metrics to evaluate agent performance.
| Metric | Definition | Technical Basis |
|---|---|---|
| Shannon Entropy | Information content per message | H(X) = -Σ p(xi) log2 p(xi) |
| Redundancy Ratio | Percentage of repeated information | R = 1 - H(X) / H_max |
| Mutual Information | Shared info between two agents | I(A;B) = H(A) + H(B) - H(A,B) |
| Knowledge Overlap | Similarity of knowledge domains | Jaccard Similarity Index |
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