Glossary

Model robustness

What is Model robustness?

Model robustness describes how reliably an AI model performs when inputs are noisy, incomplete, unusual or deliberately manipulated. A robust model still delivers stable results, such as image recognition in poor lighting or a language model handling typos. Robustness is assessed with stress tests, diverse training data and tests against deliberate deception attempts, and it is particularly important in safety-critical applications.

Topics

  • reliability
  • model quality
  • security

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Related terms

Adversarial machine learning

Adversarial machine learning studies how AI models can be misled by deliberately manipulated inputs or training data – and how to protect them. Well-known examples are barely visible image changes that flip a classification, or poisoned training data. The topic matters for organisations as soon as AI supports security-relevant decisions. Countermeasures include robust training, input checks, monitoring and regular security testing.

  • AI security
  • Robustness
  • +1

Model drift

Model drift is the gradual decline in a model’s predictive quality during operation because reality changes compared with the training data. A distinction is made between changes in the input data (data drift) and changes in the relationship between inputs and outcomes (concept drift). Example: a fraud detection model misses new fraud schemes. Remedies include continuous monitoring of metrics and regular retraining.

  • MLOps
  • model quality
  • +1

Generalisation error

The generalisation error measures how far off an AI model is on new, previously unseen data – as opposed to its error on the training data. A large gap between the two points to overfitting: the model has memorised examples instead of learning general patterns. It is estimated using held-out test data or cross-validation. It is the figure that really counts, because in practice a model almost only meets new cases.

  • Machine learning
  • Model evaluation
  • +1

Overfitting

Overfitting occurs when a model memorises the training data, including random quirks and noise, instead of capturing generally valid patterns. It then appears very accurate on familiar data but performs poorly on new data. A large gap between training and test error is a typical sign. Countermeasures include more or more varied data, simpler models, regularisation, dropout and cross-validation.

  • model quality
  • training
  • +1