Topic 5: Interaction & Mediation Flashcards

1
Q

interaction effect

A

the extent to which the effect of one factor depends on the level of the other factor

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2
Q

when is an intreaction present?

A

when the effect of one factor on the DV changes at different levels of the other factor

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3
Q

interpreting cell mean plots

A
  • if the slopes are the same, there is no interaction
  • if the slopes are different (& the lines eventually intersect), there is an interaction
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4
Q

interactions in linear regression

A

a change in one predictor’s relationship with the DV when another predictor changes

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5
Q

three types of interactions in linear regression

A
  1. interaction b/n two continous predictors
  2. interaction b/n nominal & continuous predictors
  3. interaction b/n nominal predictors (two-way ANOVA)
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6
Q

interaction between two continuous predictors formula

A

Ŷ = a + B1X1 + B2X2 + B3X1X2

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7
Q

a (interaction b/n two continuous predictors formula)

A

average in y when x1 = x2 = 0

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8
Q

b1 (interaction b/n two continuous predictors formula)

A

effect of x1 when x2 = 0

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9
Q

b2 (interaction b/n two continuous predictors formula)

A

effect of x2 when x1 = 0

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10
Q

b3 (interaction b/n two continuous predictors formula)

A

change in the effect of x1 on average as x2 increases by 1 unit

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11
Q

H0 (interaction b/n two continuous predictors formula)

A

B3 = 0 (no interaction b/n x1 & x2)

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12
Q

H1 (interaction b/n two continuous predictors formula)

A

B3 ≠ 0 (x1 & x2 interact)

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13
Q

interaction b/n binary & continuous predictors formula

A

we use the same regression equation as for two continuous predictors

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14
Q

interaction b/n multicategorical & continuous predictors formula

A

Ŷ = a + B1X1 + B2D1 + B3D2 + B4X1D1 + B5X1D2

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15
Q

a (interaction b/n multicategorical & continuous predictors)

A

average for y for group 3 (baseline) when x1 = 0

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16
Q

b1 (interaction b/n multicategorical & continuous predictors)

A

effect of x1 on y for group 3

17
Q

b2 (interaction b/n multicategorical & continuous predictors)

A

effect of D1 on y when x1 = 0

18
Q

b3 (interaction b/n multicategorical & continuous predictors)

A

effect of D2 on y when x1 = 0

19
Q

b4 (interaction b/n multicategorical & continuous predictors)

A

differences in slopes for x1 b/n groups 1 & 3

20
Q

b5 (interaction b/n multicategorical & continuous predictors)

A

differences in slopes for x1 b/n groups 2 & 3

21
Q

hierarchical principle

A
  • if we include an interaction term in a model, we should also include the main effects, even if they’re not statistically significant
  • ex. x1x2 is normally correlated with x1 & x2
22
Q

mean-centring

A
  • mean-centring x1 & x2 gives us a meaningful way of interpreting their regression coefficients
  • the means of centred x1 & x2 = 0
  • B1 indicates the effect of x1 on y among those average on x2 & vice versa
23
Q

3 types of effects in mediation

A

direct, indirect, and total

23
Q

mediation analysis in linear regression

A

used to quantify pathways of influence or the process by which an IV can influence a DV

24
Q

direct effect

A

the influence of one variable on another that isn’t mediated by any other vairable

25
Q

indirect effect

A

the influence of a variable mediated by at least one intervening variable

26
Q

total effect

A

direct effect + indirecteffect

27
Q

simple mediation model

A
  • total effect of x1 on y
  • direct & indirect effects of x1
28
Q

simple mediation model with covariates

A

all of the interpretations of total, direct, and indirect effects remain the same, but with the addition of holding x3 & x4 constant

29
Q

inference about indirect effect

A

testing the statistical significance of unstandardized indirect effects with a single mediator

30
Q

two tests of unstandardized indirect effects with a single mediator

A

bootstrap CI, Monte Carlo Ci