Power and blocking Flashcards

1
Q

When is unequal N too extreme?

A

Ratio of largest to smallest cell size > 3:1

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2
Q

In what ways do highly unequal N make analyses more unstable?

A

They increase both type 1 and 2 error.

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3
Q

def. power

A

Probability of correctly rejecting a false null hypothesis.

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4
Q

What are four interdependent factors affecting power?

A
  1. Significance level
  2. Sample size
  3. Mean difference
  4. Error variance
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5
Q

If you want to study small effects it will be highly likely you need ___ ?

A

Large N / sample size

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6
Q

What is the best way to determine power?

A

A priori

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7
Q

When can post hoc power analyses be useful? (2)

A
  1. In light of non-significance, to show a significant result would have required much larger N for the observed effect size.
  2. In light of non-significance, to show there was sufficient power to suggest a true case for the null.
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8
Q

A priori power estimates ask the question …

A

What N to achieve a given (.8) power?

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9
Q

Post hoc power estimates ask the question …

A

What power did I have given my N and effect size

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10
Q

What are four things we can improve to reduce error variance in a study?

A
  1. Operationalisation of variables (validity)
  2. Measurement of variables (internal reliability)
  3. Design of study - account for variance from other sources (blocking)
  4. Methods of analysis - control for variance from other sources (ANCOVA)
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11
Q

What are two applications of blocking?

A
  1. Reducing error variance, where the focal IV is underpowered.
  2. Detecting confounds, in the presence of a block-factor x IV interaction.
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12
Q

Would you expect a main effect of a blocking factor?

A

yes. This is a sign of good control variable, I.e. related to DV, but not IV.

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13
Q

What does it mean if a IV treatment effect does not generalise across levels of a blocking factor?

A

There is an interaction between IV and blocking factor, therefore a confound.

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14
Q

What is one advantage and disadvantage of a block x IV interaction?

A

Pro: the interaction soaks up more systematic variance, making the focal main effect more significant.
Con: this is outweighed by the focal IV effects DEPENDING on the moderator/confound (I.e. blocking factor)

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15
Q

When is there a loss of power due to including a blocking variable?

A

When there is a low correlation with block factor and DV, r < .2. (because of fewer error degrees of freedom)

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16
Q

How does blocking inadvertently lose power if the blocked factor is not related to the DV?

A

It reduces the df in MSerror due to calculating means for another set of cells. MSerror will then be higher, reducing power.

17
Q

What is the difference between a control variable and a confound variable?

A

The latter is just unwanted/unpredicted.