Week 9 _Group Differences - Within Groups ANOVA Flashcards

1
Q

What are the adjusted degrees of freedom when the assumption of sphericity has been violated?

A

Adjusted df= Epsilon x (k - 1)

Can also be expressed as Epsilon x Sphericity assumed degrees of freedom

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2
Q

What kind of planned comparisons are best used to determine changes over time?

A

Orthogonal Polynomial Planned Comparisons

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3
Q

What is linear change over time?

A

Change that occurs at a constant increase/decrease over time

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4
Q

What is a non-linear change over time?

A

Change over time that is not constant

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5
Q

What is a first order polynomial?

A

Linear Effect

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6
Q

What is a second order polynomial?

A

Quadratic effect

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7
Q

What is a third order polynomial?

A

Cubic Effect

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8
Q

What is a fourth order polynomial?

A

Quartic Effect

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9
Q

How many polynomial order numbers will there be for a set of planned comparisons?

A

k-1

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10
Q

What is the advantage of using orthogonal polynomial contrast weights?

A

SS occasions is completely accounted by the model.

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11
Q

When calculating standardised mean contrasts, what value must be assigned to the contrast weights?

A

The positive values must = +1 and the negative values must = -1.

XCEI will automatically do this, but need to remember when doing hand calculations.

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12
Q

What are the two kinds of standardised mean contrasts for within-subjects design?

A
  1. Standardised Group Differences

2. Standardised Individual Change

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13
Q

What are Standardised Group Differences analogous to (from dependent samples t-test)?

A

Dunlaps d and Bonett’s delta

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14
Q

What are Standardised Individual Differences analogous to (from dependent samples t-test)?

A

Hedges g

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15
Q

Why are Standardised Group Differences reported when we are interested in Individual Change?

A

Because CI estimates can only be obtained from Standardised Group Diffs (point estimate only available for Individual Diffs).

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16
Q

Which measure of standardised group difference should be used (in this course)?

A

Bonett’s Delta