Allowance for Baseline Variables Flashcards

1
Q

What are baseline variables?

A

Potentially prognostic factors that are measured before someone is allocated to one of the trial arms

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2
Q

Give some examples of baseline variables?

A

Demographic information (age and sex)
Characteristics (height and weight)
Etc.

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3
Q

What are the three main reasons for collection of baseline values?

A

Description of the participants
Comparability of the allocation between the arms of the trial
Inclusion in statistical analysis

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4
Q

Why is it important to measure baseline variables pertaining to description of participants?

A

External validity

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5
Q

Why is it important to gather baseline variables pertaining to comparability of the trial arms?

A

There is random chance that post-randomisation imbalance in baselines will occur. Adding descriptions of baseline variability will add credibility to trial results i.e. encourage confidence that unadjusted outcome analyses are without significant bias

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6
Q

How does the size of the trial affect baseline variability?

A

Larger trials are less affected

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7
Q

Should baseline imbalance be a cause for adjustment in primary analysis?

A

Not unless stated in the statistical analysis plan. If randomisation has worked correctly, baseline imbalance is due to chance.

For a better understanding of true treatment effect adjustment for baseline analysis may be important in exploratory analyses.

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8
Q

If a potential baseline variable may be important prognostically, how is it best to deal with it?

A

Design of randomisation e.g. stratification or minimisation

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9
Q

Change of baseline variables is a common endpoint. Suggest two reasons why it is not ideal?

A
  1. Statistical analysis of change from baseline tends to over-adjust for any baseline imbalance
  2. This method is not as powerful including the baseline as a corvariate in linear regression (ANCOVA) - due to its smaller standard error.

Moreover if the correlation co-efficient is less than 0.5 (baseline and follow-up values) then analysis of change has a bigger standard error than ignoring the baseline all together.

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