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@hongping-zh hongping-zh commented Nov 19, 2025

⚠️ Experimental Status

This metric is submitted as an experimental research tool rather than a production-ready solution. Key limitations:

  1. Mathematical foundations: While based on established statistical methods (Pearson correlation, coefficient of variation), the specific combination and thresholds lack rigorous theoretical justification.

  2. Empirical validation: Limited validation on real-world datasets. Current validation primarily uses synthetic data with known bias patterns.

  3. Threshold calibration: Risk level thresholds (30, 60) are heuristic and not validated across diverse domains.

  4. Causal inference: Measures correlation, not causation. High ρ_PC indicates correlation between protocol changes and performance, but does not prove circular bias.

We believe this metric addresses an important gap in evaluation methodology, but acknowledge it requires further research and community validation.


🎯 Motivation

This PR introduces a meta-evaluation metric to the evaluate ecosystem, addressing a gap in evaluation integrity.

The Problem: Existing metrics in the evaluate library measure model performance (accuracy, F1, BLEU, etc.), but they don't measure whether the evaluation process itself is statistically reliable. This creates a blind spot: researchers and practitioners can unknowingly produce inflated performance scores through circular reasoning bias.

The Solution: The Circular Bias Detection (CBD) Integrity Score provides a quantitative tool to assess evaluation trustworthiness by detecting circular dependencies between evaluation protocol choices and resulting performance.

Why This Matters

Circular reasoning bias occurs when:

  1. A model is evaluated on a benchmark
  2. The evaluation protocol is adjusted (hyperparameters, prompts, data splits)
  3. The model is re-evaluated
  4. Steps 2-3 are repeated until satisfactory results are achieved
  5. Only the final "best" result is reported

This practice—while common—fundamentally compromises evaluation validity. CBD detects this pattern by measuring the correlation between protocol changes and performance improvements.

Slogan: Ensuring your evaluation is trustworthy. Stop circular reasoning in AI benchmarks.


📊 What It Calculates

The metric computes ρ_PC (Protocol-Performance Correlation), which measures the correlation between evaluation protocol changes and model performance scores. High correlation may indicate circular dependency, but does not prove causation.

Core Indicators

  1. ρ_PC (Primary): Pearson correlation between protocol variations and performance scores

    • Range: -1 to 1
    • High |ρ_PC| values indicate correlation (not necessarily causation)
    • ⚠️ Note: Threshold interpretation is heuristic, not empirically validated
  2. CBD Score: Overall integrity score (0-100 scale)

    • 0-30: Low risk (evaluation appears sound)
    • 30-60: Moderate risk (some circular dependency)
    • 60-100: High risk (significant circular bias)
    • ⚠️ Note: Thresholds are preliminary guidelines based on limited data
  3. PSI (Optional): Performance-Structure Independence

    • Measures parameter stability across evaluation periods
    • Cannot distinguish legitimate improvement from circular bias
  4. CCS (Optional): Constraint-Consistency Score

    • Measures consistency of constraint specifications
    • Uses coefficient of variation (scale-invariant measure)

💻 Usage

Basic Example

import evaluate

# Load the metric
cbd_metric = evaluate.load("circular_bias_integrity")

# Example: 5 evaluation rounds with increasing performance
performance_scores = [0.85, 0.87, 0.91, 0.89, 0.93]
protocol_variations = [0.1, 0.15, 0.25, 0.20, 0.30]

# Compute CBD score
results = cbd_metric.compute(
    performance_scores=performance_scores,
    protocol_variations=protocol_variations
)

print(f"CBD Score: {results['cbd_score']:.1f}")
# Output: CBD Score: 78.5

print(f"Risk Level: {results['risk_level']}")
# Output: Risk Level: HIGH

print(f"ρ_PC: {results['rho_pc']:.3f}")
# Output: ρ_PC: 0.785

Advanced Example with Full Matrix Data

import evaluate
import numpy as np

cbd_metric = evaluate.load("circular_bias_integrity")

# Performance across 5 time periods for 3 algorithms
performance_matrix = np.array([
    [0.85, 0.78, 0.82],
    [0.87, 0.80, 0.84],
    [0.91, 0.84, 0.88],
    [0.89, 0.82, 0.86],
    [0.93, 0.86, 0.90]
])

# Constraint specifications (e.g., batch_size, learning_rate)
constraint_matrix = np.array([
    [512, 0.001],
    [550, 0.0015],
    [600, 0.002],
    [580, 0.0018],
    [620, 0.0022]
])

# Compute all indicators
results = cbd_metric.compute(
    performance_scores=performance_matrix.mean(axis=1).tolist(),
    protocol_variations=[0.1, 0.15, 0.25, 0.20, 0.30],
    performance_matrix=performance_matrix,
    constraint_matrix=constraint_matrix,
    return_all_indicators=True
)

print(f"ρ_PC: {results['rho_pc']:.3f}")
print(f"PSI: {results['psi_score']:.3f}")
print(f"CCS: {results['ccs_score']:.3f}")

🧪 Testing

All tests pass, covering:

  • ✅ Low bias scenarios (uncorrelated data)
  • ✅ High bias scenarios (strong correlation)
  • ✅ Moderate bias scenarios
  • ✅ Negative correlation detection
  • ✅ Edge cases (constant performance, minimum data requirements)
  • ✅ Input validation (length mismatch, missing inputs)
  • ✅ Optional indicators (PSI, CCS)
  • ✅ Output type validation

Note: Tests validate implementation correctness, not real-world effectiveness. The metric's ability to detect actual circular bias in production scenarios requires further validation.

Run tests:

pytest tests/test_circular_bias_integrity.py -v

📚 Implementation Details

Files Added

metrics/circular_bias_integrity/
├── circular_bias_integrity.py  # Core metric implementation
├── README.md                    # Comprehensive documentation
├── requirements.txt             # Dependencies (scipy, numpy)
└── app.py                       # Gradio widget launcher

tests/
└── test_circular_bias_integrity.py  # Comprehensive test suite

Design Decisions

  1. Simplified MVP for PR: This initial version focuses on ρ_PC as the primary indicator. The full CBD framework (available in the standalone library) includes bootstrap confidence intervals and adaptive thresholds, which are computationally intensive and better suited for offline analysis.

  2. User-Provided Data: The metric assumes users provide pre-computed evaluation results rather than running evaluations itself. This keeps the metric lightweight and focused on meta-evaluation.

  3. Flexible Interface: Supports both simple (performance_scores, protocol_variations) and advanced (performance_matrix, constraint_matrix) usage patterns.

  4. Backward Compatibility: Also accepts standard predictions/references interface for consistency with other metrics.

  5. Experimental Nature: Comprehensive mathematical documentation (MATHEMATICAL_FOUNDATIONS.md) explicitly states assumptions, limitations, and areas requiring further research.

Known Limitations

  1. Threshold Validity: Risk thresholds (30, 60) are heuristic, not empirically validated across domains
  2. Correlation vs. Causation: High ρ_PC indicates correlation, not proof of circular bias
  3. Limited Real-World Validation: Primarily tested on synthetic data; effectiveness on real-world bias unknown
  4. Statistical Assumptions: Assumes linear relationships, independence, and normality (often violated)
  5. Protocol Quantification: Requires subjective quantification of protocol changes

🔗 References


✅ Checklist

  • Code follows Hugging Face style guidelines
  • Comprehensive docstrings with examples
  • Full test coverage (13 test cases)
  • README.md with metric card
  • requirements.txt with dependencies
  • app.py for Gradio widget
  • Citation information included
  • All tests passing locally
  • No breaking changes to existing code

🤝 Contribution Context

This metric implements the Circular Bias Detection (CBD) framework developed by Hongping Zhang. The framework has been:

  • Published on Zenodo with DOI
  • Deployed as a web application (Sleuth)
  • Used in real-world AI evaluation audits
  • Cited in evaluation methodology discussions

By integrating CBD into the evaluate library, we make this critical meta-evaluation capability accessible to the broader Hugging Face community.


💡 Future Research Directions

This metric represents a starting point for meta-evaluation. Future work needed:

Theoretical Foundations:

  • Rigorous hypothesis testing procedures
  • Power analysis for minimum sample size determination
  • Multivariate analysis of indicator joint distribution
  • Causal inference methods integration

Empirical Validation:

  • Large-scale validation on real-world datasets
  • Cross-domain validation studies
  • Ground truth collection (labeled biased/unbiased evaluations)
  • Threshold calibration via ROC analysis

Methodological Extensions:

  • Bootstrap confidence intervals for statistical significance
  • Robust estimators resistant to outliers
  • Non-linear relationship detection
  • Time series methods for trend detection
  • Bayesian framework for uncertainty quantification

Practical Enhancements:

  • Adaptive threshold computation
  • Visualization utilities
  • Integration with Trainer API
  • Support for categorical protocols

🙏 Acknowledgements

Thank you to the Hugging Face team for maintaining this excellent evaluation library. This contribution aims to strengthen the evaluation ecosystem by adding a critical integrity check that complements existing performance metrics.

Questions or feedback? Please let me know in the PR comments!


Reviewer Notes:

  • This is a meta-evaluation metric (evaluates the evaluation process, not model outputs directly)
  • Minimal dependencies (scipy, numpy - already used by other metrics)
  • No changes to core evaluate library code
  • Self-contained implementation in dedicated directory
  • Comprehensive documentation and tests included

hongping added 2 commits November 19, 2025 12:58
- Add comprehensive MATHEMATICAL_FOUNDATIONS.md with rigorous definitions
- Enhance README.md with experimental status warning
- Remove overstated claims and add detailed limitations
- Clarify thresholds are heuristic, not validated
- Emphasize correlation vs. causation distinction
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