34 Zero mean error Conditional or unconditional
About this lesson
This video clarifies a crucial econometrics concept: the zero-mean error assumption. We delve into the difference between unconditional and conditional zero-mean errors, explaining which is more important for the statistical properties of OLS. Understand why students often get confused by this distinction. The video breaks down the mathematical and conceptual differences, illustrating with an example why the unconditional mean being zero does not guarantee the conditional mean is also zero. This means the unconditional assumption alone is insufficient for unbiasedness. Discover why modern econometrics favors the conditional zero-mean error, as seen in influential textbooks, and how it implies the unconditional version. This foundational understanding is key to grasping unbiasedness and consistency. Subscribe to @AxiomTutoringCourses for more econometrics insights.
Walkthrough
Follow the reasoning, step by step.
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