Lecture 8 - Logistic Regression Flashcards

1
Q

What is logistic regression?

A

The prediction of group membership from a continuous independent variable

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2
Q

What is binary logistic regression?

A

The prediction of two groups from a continuous variable.

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3
Q

What is binary logistic regression also called?

A

Binomial logistic regression

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4
Q

What is multinomial logistic regression?

A

Predicting more than two groups from a continuous variable.

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5
Q

The odds of an event can be calculated by…?

A

Dividing the probability of the event occurring by the probability of the event not occurring.

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6
Q

Why are log odds used rather than normal odds?

A

Log odds are symmetrical around 0, which is better for statisticians.

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7
Q

Why is logistic regression so-called?

A

It is based on natural logarithms.

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8
Q

Logistic regressions aren’t actually used for predictions, they are used for…?

A

Modelling data.

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9
Q

What level of data is needed for logistic regression to work well/best?

A

High quantity of data.

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10
Q

What does Block 0: Beginning Block predict about your data?

A

All cases are predicted to result in the most common outcome - the accuracy of this prediction is then reported in a later table.

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11
Q

The first classification table tells us what?

A

How good the (first) model predicted in Block 0 is.

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12
Q

What does Block 1 method: Enter tell us?

A
  • Iteration history: summary of how the model has been approximated and improved.
  • Reports the results of logistic regression analysis.
  • Whether it is a functional model, being better than block 0 or not.
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13
Q

-2 log likelihood has to be as ____ as possible to reflect a more accurate/effective model?

A

Small

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14
Q

What does the Omnibus Test of Model Coefficients tell us?

A

Whether the model is significant - tests general fit of the model.

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15
Q

What does the model summary tell us in a logistic regression?

A
  • The final -2log likelihood of the model

- An approximation of R^2 for the model

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16
Q

Cox and Snell R Square and Nagelkerke R Square represents what?

A

An approximation/estimation of R Square for the model.

17
Q

Can an equation be used to predict data points in logistic regressions, like for linear regressions?

A

No.

18
Q

In Logistic Regression outputs under ‘Variables in the Equation’, what does the WALD statistic and Sig. represent?

A

Usefulness of each predictor - whether or not each predictor is significant in the model.

19
Q

In Logistic Regression outputs under ‘Variables in the Equation’, what does the B represent?

A

Coefficients for each predictor variable in the model.

20
Q

In Logistic Regression outputs under ‘Variables in the Equation’, what does the Exp (B) represent?

A

The change in predicted odds for each unit change in the predictor variable.

E.g. an increase of 1.898 in the odds of re-offending for every extra year/day/month that someone is convicted for.

21
Q

The constant is the same as what?

A

The intercept.

22
Q

What are 4 limitations of logistic regressions?

A
  • Calculation only works if the relationship between the predictors/probabilities and the dependent variable is sigmoidal
  • Very sensitive to outliers
  • The ratio of sample size to variables needs to be quite high (needs large numbers of participants)
  • SPSS assumes that relationships are being described, rather than being predicted.
23
Q

The classification tables in the output of logistic regressions relate to what?

A

The sample only.

24
Q

Why can logistic regressions not provide an equivalent of R Square Adjusted?

A

Logistic regression provides a model of the data from the sample, not a formula or prediction and not for the wider population.

25
Q

In logistic regressions, the significance of the model generated is calculated using what?

A

An x squared-like measure.

26
Q

Why is significance measured using an x squared-like measure in logistic regressions?

A

Because the DV is categorical.

27
Q

In logistic regressions, what type of variable is the DV?

A

Categorical

28
Q

The second classification table tell us what?

A

How good the (second) prediction in Block 1 was.