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Observations with different . You are less certain how a change in a High variability. determinant will affect the variable. (Rich people in the food expenditure example) |
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Observations with same variances. Low variability.You are more sure of how a change in a determinant will affect the variable. (Poor people in the food expenditure variable) |
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How to determine Heteroskedasticity |
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If there are a shit ton variab les far away from the line of regression. The least squares assumption is violated. |
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tests whether random effects estimation would be almost as good. In a fixed-effects kind of case, the Hausman test is a test of H0: that random effects would be consistent and efficient, versus H1: that random effects would be inconsistent. |
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method for estimating the unknown parameters in a linear regression model --minimizes the sum of squared vertical distances between the observed responses in the dataset and the responses predicted by the linear approximation |
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Multicollinearity is a statistical phenomenon in which two or more predictor variables in a multiple regression model are highly correlated, |
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the Wald test can be used to test the true value of the parameter based on the sample estimate. -suppose smoking multiplies the risk of lung cancer by some number R: then the Wald test can be used to test whether R = 1 (i.e. there is no effect of smoking) or is greater (or less) than 1 (i.e. smoking alters risk). Wald test uses two approximations (that we know the standard error, and that the distribution is chi-squared), |
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is a test for a unit root in a time series sample. The more negative it is, the stronger the rejection of the hypothesis that there is a unit root at some level of confidence |
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a loop of causality between the independent and dependent variables of a model leads to endogeneity. |
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error of an observed value is the deviation of the observed value from the (unobservable) true function value |
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residual of an observed value is the difference between the observed value and the estimated function value. |
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test to see if you got rid of endogeniety. |
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Observations with different variances. High variability. determinant will affect the variable greatly.(Rich people in the food expenditure example) |
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Observations with similiar variances. Low variability.You are more sure of how a change in a determinant will affect the variable. (Poor people in the food expenditure variable) |
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How to determine Heteroskedasticity |
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If there are a shit ton variables located far from the line of regression. The least squares assumption is violated. |
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Tests whether random effects estimation would be almost as good. In a fixed-effects kind of case, the Hausman test is a test of H0: that random effects would be consistent and efficient, versus H1: that random effects would be inconsistent. |
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A variable is said to be endogenous when there is a correlation between the parameter or variable and the error term. |
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Outline Endogeneity and Instrumental Variables Regression Existence of Endogeneity and Evaluating IV's Panel Data and Fixed Eects What is Endogeneity? What To Do About It? Instruments What is Endogeneity? I Endogeneity can be caused by three circumstances 1. Omitted Variables 2. Measurement Error 3. Simultaneity |
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Observations with different . You are less certain how a change in a High variability. determinant will affect the variable. (Rich people in the food expenditure example) |
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Observations with same variances. Low variability.You are more sure of how a change in a determinant will affect the variable. (Poor people in the food expenditure variable) |
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How to determine Heteroskedasticity |
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Definition
If there are a shit ton variab les far away from the line of regression. The least squares assumption is violated. |
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Term
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Definition
tests whether random effects estimation would be almost as good. In a fixed-effects kind of case, the Hausman test is a test of H0: that random effects would be consistent and efficient, versus H1: that random effects would be inconsistent. |
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A variable is said to be endogenous when there is a correlation between the parameter or variable and the error term. |
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used to determine causal relationships |
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Observed differentiating from (Unobserved)expected value. (does not equal 0 indicating independence) |
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The difference between the height of each man in the sample and the observable sample mean is a residual |
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rejecting a null hypothesis that is infact true |
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