Lecture 15: Repeated & Mixed ANOVA Flashcards

1
Q

What is a repeated & mixed ANOVA

A

An analyses of the variance of the model while reducing error by the within person variance

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2
Q

What number of dependent/independent variables does the one-way repeated measures ANOVA have

A
  • 1 DV/outcome variable
  • 1 IV/predictor variable
    —> 2 or more levels
  • all with the same subjects
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3
Q

What number of dependent/independent variables does the factorial repeated ANOVA have

A
  • 1 DV/outcome variable
  • 2 IV/predictor variables
    —> 2 or more levels
  • all with the same subjects
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4
Q

What number of dependent/independent variables does the mixed design ANOVA have

A
  • 1 DV/outcome variable
  • 2 or more IV/predictor variables with different subjects
    —> 2 or more levels
  • 1 or more IV/predictor variables with the same subjects
    —> 2 or more levels
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5
Q

What are the assumptions of a repeated/mixed ANOVA

A
  1. Uni- or multivariate
  2. Continuous dependent variable
  3. Normally distributed
  4. Equality of variance of the within-groups differences (variances of group differences)
    —> Maulchy’s test of Sphericity
    —> this is always met when having only two groups because there’s only 1 variance (between the two groups)
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6
Q

How does a repeated or mixed ANOVA differ

A

It is used for data sets in which the same people are measured twice (paired samples), so the same people in all conditions

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7
Q

How many means do we have if we predict with the participant means

A

As many as how many participants there are

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8
Q

What is the rule regarding how many parameters a model can have

A

Not more than the amount of data points in the data set

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9
Q

What is the difference between a wide and a long data format and which one do you use for RM ANOVA

A

In a wide data format every row is one participant, in the long data format every row is one data point
For RM ANOVA we use the wide data format

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10
Q

Why do we use the same people for all conditions and include the IV in the analyses

A

Because people have different baselines, which could influence the results if for example by luck all people that are really smart are in one condition and the really dumb ones in the other

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11
Q

What is a downside of the RM ANOVA

A

You have many parameters (one for each participant) and you can’t have more than the amount of data points, plus it makes the model less easy to interpret which is the opposite of what we are striving for

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