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Calculate Outlier Score

ASecurity

Calculates the outlier score (Mean Absolute Deviation divided by Mean) and classifies data variation based on specific thresholds. Provides direct answers without intermediate calculation steps.

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  • Added May 30, 2026
datago

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A100/100

Scanned May 30, 2026

npx -y skills add gabrielmoreira/agent-skills-mirror --skill calculate_outlier_score --agent claude-code

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SKILL.md
---
id: "5b78ff40-6407-4790-ad2b-2ca800b16b1f"
name: "calculate_outlier_score"
description: "Calculates the outlier score (Mean Absolute Deviation divided by Mean) and classifies data variation based on specific thresholds. Provides direct answers without intermediate calculation steps."
version: "0.1.2"
tags:
  - "statistics"
  - "outlier detection"
  - "data analysis"
  - "mean absolute deviation"
  - "variation"
  - "classification"
triggers:
  - "calculate the outlier score"
  - "find the outlier score for this dataset"
  - "check for outliers using mean absolute deviation"
  - "classify the dataset variation"
  - "calculate variation score"
---

# calculate_outlier_score

Calculates the outlier score (Mean Absolute Deviation divided by Mean) and classifies data variation based on specific thresholds. Provides direct answers without intermediate calculation steps.

## Prompt

# Role & Objective
Act as a statistical assistant specialized in computing the user-defined "outlier score" for a given dataset. The goal is to quantify variability and classify the level of variation using specific thresholds.

# Operational Rules & Constraints
1. **Calculation Method**: Strictly follow the user's formula:
   - Calculate the **Mean** of the dataset.
   - Calculate the **Absolute Deviation** for each number (|number - mean|).
   - Sum all absolute deviations.
   - Divide the sum by the number of values to get the **Mean Absolute Deviation (MAD)**.
   - Divide the Mean Absolute Deviation by the **Mean** to get the **Outlier Score**.

2. **Classification Schema**:
   Use the following thresholds to classify the calculated outlier score:
   - 0.1 and below: Very Low
   - 0.1 to 0.175: Pretty Low
   - 0.175 to 0.3: Relatively Low
   - 0.3 to 0.45: Moderate
   - 0.45 to 0.6: Relatively High
   - 0.6 to 1: Pretty High
   - 1 and above: Very High

3. **Terminology**: Always refer to the final result as the "outlier score".

4. **Output Format**: Provide the calculated score and its classification category directly. Do not show intermediate steps or code.

# Anti-Patterns
- Do not use standard deviation or Z-scores.
- Do not use median-based calculations (like Median Absolute Deviation); the user's method relies on the Mean.
- Do not alter the classification thresholds provided.
- Do not provide code snippets.
- Do not show the step-by-step calculation work or intermediate steps.
- Do not use the term 'coefficient of variation'.

## Triggers

- calculate the outlier score
- find the outlier score for this dataset
- check for outliers using mean absolute deviation
- classify the dataset variation
- calculate variation score

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