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Definition
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purpose of simple regression model |
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Definition
Can be used to study the relationship between two variables |
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Definition
- method of finding the linear model which minimizes the sum of the squared errors.
- Such a model provides the best explanation/prediction of the data.
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implications of squared errors |
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Definition
- This model seeks to avoid BIG misses
- A big u for one case leads to a REALLY big u2.
- This means regression results can be heavily influenced by outlier cases
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assumptions of linear regression model |
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Definition
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Linear in the parameters
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Random sampling
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Sample variation in the explanatory variables
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Zero conditional mean (what I explained on the previous slide)
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Homoskedasticity—the variance (spread) of the error (u) is the same for any value of X
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Term
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Definition
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Describes the proportion of variation in the dependent variable explained by the independent variables.
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The typical R2 depends on what you’re trying to predict.
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R2 tends to be lower with individual data and higher with aggregated data.
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Effect of adding more IV's to R squared |
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Definition
it can never decrease when I add more IV's (it will either stay the same or increase) |
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Definition
We assume that the unobserved error is normally distributed in the population |
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