7. MRA with qualitative information Flashcards

We will describe how binary (dummy) variables can be used in cross-sectional regression analysis, including creating interactions among qualitative variables and between qualitative and quantitative variables to allow even further flexibility in our models. Finally we will briefly discuss the case where the dependent variable is binary (Linear Probability Model) [Lecture 7]

1
Q

How do you find percentage change with a dummy variable?

A

You can’t take the log of a dummy variable as it’s binary, instead you use a log-level model

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2
Q

How should we write our dummy variables?

A

For example, in a study of individual wage determination, we might define female to be a binary variable taking on the value one for females and the value zero for males. The name in this case indicates the event with the value one. In this case males would be your base case that you are comparing against

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3
Q

What is the base group/ benchmark group?

A

The group against which comparisons are made

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4
Q

How can you use dummy variables for multiple categories?

A

1) Define membership in each category by a dummy variable
2) Leave out on category which then becomes the base category

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5
Q

What is ordinal data?

A

Ordinal data is a categorical, statistical data type where the variables have natural, ordered categories and the distances between the categories are not known

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6
Q

How should we test significance for dummy variables?

A

The mechanics don’t change, continue to use the t-test

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7
Q

What does an interaction variable show in the case of interacting female and marriage when female and marriage are appear separately already?

A

The additional marriage penalty for female compared to male. It allows the marriage premium to depend on gender.

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8
Q

What happens when you interact a dummy variable with a continuous variable?

A

This results in a change in slope

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9
Q

What does an unrestricted model have?

A

It contains a full set of interactions

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10
Q

What does a restricted model have?

A

The same regression for both groups (including the intercept)

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11
Q

What are interaction variables?

A

Interactions are the two variables multiplied by eachother, for example female and married

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