Week 8 Flashcards

1
Q

The purpose of GLM statistical tests is to assess the

A

Strengths and directions of relationships and differences

Strengths of interventions and manipulations

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2
Q

Why does the GLM work

A

As it assumes the residuals will be distributed normally

And it assumes the different statistical tests combine linearly

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3
Q

ANOVA fits…

Regression model fits…

GLM fits…

A

ANOVA (Analysis of variance) fits categorical effects

Regression model fits continuous effects

GLM may fit both categorical effects and continuous effects

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4
Q

ANOVA are for categorical differences between

A

Different conditions in a study (intervention 1 vs intervention 2; drug vs placebo)

Different groups in a study (intervention vs control, old vs young)

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5
Q

One way ANOVA

A

three or more groups; one outcome variable

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6
Q

Factorial (or multi-way) ANOVA

A

Multi-way ANOVA is used when there are two or more independent variables (factors) influencing the dependent variable.

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7
Q

Repeated measures (or within-subjects) ANOVA

A
  • Repeated Measures ANOVA is used when the same subjects are used for each treatment (or condition) in an experiment. It involves measuring the same individuals or subjects under different conditions or at different points in time.
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8
Q

Mixed ANOVA

A
  • Mixed-Design ANOVA is a combination of both within-subjects (repeated measures) and between-subjects (independent measures) factors.
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9
Q

Multiple outcome variables

A

MANOVA

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10
Q

Continuous predictor variable

A

ANCOVA

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11
Q

Discrete outcome variable

A

Logistic regression

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12
Q

Multiple predictor and outcome variables

A

Multivariate regression

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13
Q

What is Repeated Measure (RM) ANOVA

A

Involves multiple measures of the same variable taken on the same or matched subjects either under different conditions or over two or more time periods.

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14
Q

How to report one-way ANOVA results

A

F (df1, df2) = F value, p value

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15
Q

Assumptions in ANOVA

A

Observations are independent
Variance of different groups or conditions should be near equal
Residuals (unexplained variance or error) will be normally distributed

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16
Q

Assumptions in RM AMOVA

A

The differences between levels of a variable should have near equal variance