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Sample Sizes Considerations Joy C MacDermid. General Principles Why do we want many subjects? –Generalizability –Power –Subgroup Analysis –Why do we want.

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Presentation on theme: "Sample Sizes Considerations Joy C MacDermid. General Principles Why do we want many subjects? –Generalizability –Power –Subgroup Analysis –Why do we want."— Presentation transcript:

1 Sample Sizes Considerations Joy C MacDermid

2 General Principles Why do we want many subjects? –Generalizability –Power –Subgroup Analysis –Why do we want a minimal number? –Cost –Time

3 What factors affect sample size? Type of measure Variability of measure Power we want to detect differences Risk we are willing to take of falsely declaring a difference where none exists Size of difference that is important

4 Types of Measurements Scale Nominal, Ordinal, Cardinal Range of possible responses The less detail of information in a measurement - the more numbers required to establish trends

5 Variability Variability is “background noise” which obscures our ability to see where true differences exist. The more variable a measurement/trait in a particular sample - the more numbers required to differentiate that the differences observed is true

6 Power Ability to detect a true difference Frequently set at 80% The more powerful you want to be - the more numbers you will need

7 Alpha Error Willingness to falsely declare a difference as real Usually set at 5% i.e. 95% confidence intervals, alpha=0.05 Considered worse to put into place a new treatment that is ineffective (and has side effects) than to miss a potentially useful one.

8 Clinically Important Difference How much will make an important difference? The least amount that you would consider important The smaller you make this - the more subjects you need

9 Choosing an Equation Depends on type of data/study Differences in size of two measurements i.e. means Difference in numbers of subjects- i.e. proportions

10 Difference in Means Sample size required per group N=(Z alpha + Z beta ) 2 standard deviation 2 Important difference 2 Z alpha usually 1.96; z beta usually 0.80

11 Difference in Proportions Sample size required per group N=(Z alpha + Z beta ) 2 [Pe(1-Pe) + Pc(1-Pc)]/ (Pe-Pc) 2 Z alpha usually 1.96; z beta usually 0.80

12 Special cases Repeated measures Unequal groups Affect of covariates

13 Reasons why sample sizes are underestimated Forget to take into account loss to follow-up Effectiveness of treatment of often over-estimated Selection criteria make exclude patients who get most benefit Controls improve - due to attention

14 Suggestions Use outcomes that have more detail Cardinal if possible Proportions - count serious and less serious occurrences Record time to events Use surrogate outcomes i.e. disease present versus death


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