Module 5: Critical Thinking Flashcards
(126 cards)
What is internal validity
Is our study estimate an accurate estimate of the actual value in the source population. I.e are there other explanations for the study findings, other than them being right?
What are the three factors to consider in internal validity
Chance, bias, confounding
What is external validity
The extent to which the study findings are applicable to a broader or different population (also known as generalisability) Judgement depending on what is being studied and who it is being applied to
What is sampling error
If you continuously sampled from the same source population, most of the time you would get a sample with a similar composition to the population you sampled from but some samples would be quite different just due to chance
How can sampling error be mitigated (can’t eliminate but can reduce)
Increase sample size: less sampling variability, increases likelihood of getting a representative sample and precision of parameter estimate
What is the statistical definition of a 95% confidence interval
If you repeated a study 100 times with a random sample each time and got 100 confidence intervals, in 95 of the 100 studies the parameter would lie within that study’s 95% confidence interval
What is the interpretation we use of the 95% confidence interval (CI can be applied to any numerical measure)
We are 95% confident that the true population value lies between the limits of the confidence interval
What effect does increasing the sample size have on the confidence interval
Makes it narrower
When is a study clinically important
When the confidence interval is entirely below the clinical importance threshold (a different value to null)
What are p values
Probability of getting study estimate (or one further from the null) when there is really no association, just because of sampling error. If probability very low, unlikely that estimate is due to sampling error. Probability of finding an association when there actually isn’t one.
What is the null hypothesis
That there really is no association in the population (parameter = null)
What is the alternative hypothesis
That there really is an association in the population (parameter does not equal null value)
What is the threshold for determining how unlikely is acceptable for a p value
<0.05
How is a p value of <0.05 interpreted
Reject null hypothesis, accept alternative hypothesis, association is statistically significant
How is a p value of >0.05 interpreted
Fail to reject null hypothesis, reject alternative hypothesis, association is not statistically significant
What is a type 1 error
Finding an association when there truly is no association
What is a type 2 error
Finding no association when there truly is an association. Incorrectly fail to reject the null hypothesis when should’ve
Why do type 2 errors occur
Typically due to having too few people in the study (bigger sample size = more likely to get small p)
How can statisticians work out how to minimise type 2 errors
Calculate power to work out how many study participants are needed to minimise chance of a type 2 error
If the confidence interval includes the null value what is the p value
p>0.05, not statistically significant
If the confidence interval does not include the null value what is the p value
p<0.05, statistically significant
Why are p values problematic
Arbitrary threshold, only about the null hypothesis, nothing about importance
At the 5% threshold when will a statistically significant association be found when there really isn’t one
At least one time in twenty (wrong 5% of the time)
What is the problem with p values regarding importance
If you include enough people in your study you’ll find a statistically significant difference, even if people were randomly assigned. Statistical significance is not clinical significance- don’t say anything about whether the results are useful, valid, or correct. Absence of a statistically significant association is not evidence of absence of a real association