Phase 11 · Time Series Analysis

Topics

Stationarity & Differencing

Part of the Data Science Roadmap.

Summary

A stationary series has statistical properties (mean, variance) that don't change over time — many classical forecasting models require this, and differencing (subtracting each value from the previous one) is the standard way to achieve it.

How to Learn This

  • 1Run a statistical test (e.g. Augmented Dickey-Fuller) to check if a series is stationary.
  • 2Apply differencing to a non-stationary series and re-test.
  • 3Learn why non-stationary data can produce misleading forecasts if fed directly into certain models.
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