Imagine you trained a model to predict customer preferences. Over time, the customers' tastes change. What does this change represent in machine learning?
Think about how the real world can change after the model is trained.
Concept drift means the relationship between input data and target changes over time, causing the model to perform worse.
You run a drift detection tool on your model's input data stream. The tool outputs: {'drift_detected': True, 'p_value': 0.01}. What does this output mean?
Lower p-values usually mean stronger evidence against the null hypothesis.
A p-value of 0.01 means there is strong evidence that the data distribution has changed, so drift is detected.
You want to configure a drift detection system to alert only when the p-value is below 0.05. Which configuration snippet correctly sets this threshold?
Thresholds for p-values are usually small decimals like 0.05, not whole numbers or large decimals.
Setting the threshold to 0.05 means alerts trigger when p-value is less than 0.05, indicating significant drift.
You run a drift detection algorithm on a data stream that suddenly becomes constant (all values the same). The algorithm crashes with a division by zero error. Why?
Think about what happens to variance when all values are identical.
Variance is zero for constant data, and some drift detection methods divide by variance, causing division by zero errors.
Your monitoring system detects concept drift in production data. What is the best next step in your MLOps workflow?
Think about safe and reliable ways to update models in production.
Best practice is to analyze drift, validate new data quality, retrain the model properly, and redeploy after testing.