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Goodness of Model Fit (Regression)

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Goodness of Model Fit (Regression)
A scatterplot can be used to visually examine the fit of the regression model
Errors of Fit
- Covariance: How far a point falls from the diagonal
Standardising
Residual Plot Analysis
Removal of Outliers
- Effect on R^2
- Removing an outlier may increase or decrease R^2 and F statistics depending on how this outlier was influencing the results prior to its removal
- Generally, removing a case high in leverage but low in std. residual would decrease R^2. Cases with very low or very high covariance ratios have to be assessed on a case by case basis
- Effect on F
- Removal of an outlier may increase or decrease R^2 and D statistics, depending on how this outlier was influencing the results prior to removal
- The F value is dependent on R^2. Removal of cases reduces the sample size and, therefore, the F value. However, this effect is relatively small compared to a change in R^2
- Effect on R^2
Assumptions
- Independence
- Linearity
- Bivariate Normality
- Homoscedasticity
- Violations of Assumptions
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- Description
- PSY2PRM (Correlation/Regression) Mind Map on Goodness of Model Fit (Regression), created by Steph M on 01/06/2017.
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- Steph M
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