8-14 Flashcards

1
Q

If two way anova AxB isn’t sig, should you re run and remove the interaction?

A

In a balanced design this won’t be a differenc, in unbalanced it can

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2
Q

A:B and A*B in R…

A

A:B is a by b interaction

A*B is short for A, B, A:B

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3
Q

How to run one factor repeated measures ANOVA? (With no replication within subject)

A

Two factors, treatment and subject

Looking at one way ANOVA will give too many df and is an example of pseudoreplication

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4
Q

How to run one factor repeated ANOVA with replication within subject?

A

Look at treatment, subject and the interaction

Y~ treatment + error (subject/treatment)

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5
Q

Fixed vs random effects

A

Fixed effect - interested in differences between the levels of the factor

Random - no interested in doffs between levels but them as a random sample of a population of possible levels - eg subject

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6
Q

3 solutions if data correlated within subjects?

A

Summarise
Multivariate
Multi level modelling

It can adjust df in ANOVA to alllw for correlation

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7
Q

How do you decide when to go multivariate?

A

Maucley’s test lf sphercity

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8
Q

How does multi level model work?

A

The variances at each level in hierarchy and the correlation between them are used to estimate how much data needs to be pooled
(Averaged, so reducing df to 1 for each level)
Degree of pooling known as shrinkage

If data are no more correlated within levels than between levels there isn’t much shrinkage

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9
Q

What test uses deviance as a model fit?

A

Logistic regression

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10
Q

Null model vs Saturated

A

X has no effect, so proportions same for all values of x

Saturdated - model fits perfectly, proportions are allowed to vary independently for every value of x

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11
Q

Generlalized linear models - testing effects via the change in deviance between a model with and without a predictor using chi sqr is more robust than using Z score for coefficient … true or false?

A

True

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12
Q

WhT needs doing when checking models in parametric test

A

Check error distribution (after analysis, should be straight line- 4 graphs on R
Check homogeneity of variance
Check for independence of data points
Check model fit

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13
Q

How does normal probability plot work?

A

Sorts data from lowest to highest and calculated cumulative percentage of data of each value

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14
Q

What are the 4 error distribution graphs?

A

Residuals vs fitted
Normal quartile plot (QQplot)
Standardised residuals vs fitted
Residuals vs leverage

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15
Q

When do you not need to do model simplification?

A

If it’s a balanced design as effects are orthogonal
Or
If it’s an experiment

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16
Q

Two main methods for model simplification

A

Start with all effects and remove non sig

And

AIC

17
Q

What are information theoretic approaches?

A

Based around maximum likelihood and finding parameters that best fit the data
Don’t reject models - just weights of evidence
AIC is hard to assess support for models

Best models are the once with the right balance of predictive power and simplicity

18
Q

Advantages and disadvantages of information theoretic approaches

A

Can compare models with same number of parameters (whereas sig testing relies on adding or removing parameters)

Can present a set of models which are equally parsimonious

But .. can find best model among a load of rubbish