Bias's Flashcards
(43 cards)
Selection bias
systematic differences between baseline characteristics of the groups (minimised by randomisation)
Performance bias
Systematic differences between groups in care provided other than the intervention of interest (minimised by blinding and having set protocol)
Detection bias
Systematic differences between groups in how outcomes are determined (minimised by blinding and having objective outcomes and standardising assessment)
Recall bias
A systematic error caused by differences in the accuracy of recollections retrieved by study participants
Publication bias
Only studies with positive results are published, not the neutral or negative studies (means can overestimate the effect of the treatment or intervention)
Language bias
Studies with positive findings are more likely to be published in an English-language journal and are also more quickly than those with inconclusive or negative findings
Power
Probability of picking up a significant difference where one exists ( the number needed to avoid a type II error)
Adequate power is generally 80% (0.8)
Factors associated:
- Sample size
- Alpha level (alpha level is the probability of rejecting the null hypothesis when the null hypothesis is true)
- Variability of outcome measure e.g. SD (lower variation = higher power)
- Minimum clinically significant difference
- Estimated attrition rate
Type 1 error
Wrongful rejection of the null hypothesis (false positive)
Causes may include: sampling error, data dredging & confounding
Type 2 error
Wrongful acceptance of the null hypothesis (false negative)
Can be caused by an underpowered study
Confounder
A confounder has a triangular relationship between the exposure & outcome, but is it not along the causal pathway
Reduced through matching and randomisation (accounts for unknown confounders) and restriction (inclusion/exclusion which removes effect from study but reduces generalisability)
Can also be reduced through standardisation (e.g. age-standardised risk) and subgroup analysis (but losses power) or multivariate analysis (allows you to study multiple confounders)
Interval validity
How well a study is designed to answer their question and hence the extent to which we can trust the reported outcome
A measure of how methodologically robust a study is and how well systematic bias is eliminated/accounted for
External validity
How generalisable the outcomes of the study are to the target population (compared to the study population)
What is within participant comparison
Participants are assessed before and after an intervention
Analysis is of the same participant
What is a cross-over trial
Participants receive both the intervention and control in a random order
Often is separated by a washout period
What is an N-of-1 trial
A single subject trial where an individual is the sole observation
Provides optimal intervention for an individual (e.g. optimal dose)
What is a factorial design
Study that investigates multiple independent variables on an outcome measure (both separately and combined)
What is a surrogate endpoint
When a biomarker (often easy to measure) is used to predict the likelihood of a clinical outcome
Pros = reduces required follow-up period and sample size and allows measurement when ideal outcome measure is excessively invasive or unethical
Cons = assumes a direct and guaranteed correlation between the biomarker and clinical outcome
What is a composite endpoint
Where multiple clinical events/outcomes are combined to form the primary outcome e.g. composite cardiovascular endpoints (unstable angina, stroke and MI)
Pros = allows for higher event rate so need shorter trial and fewer participants suitable when individual events occur infrequently
Cons = distribution of events may be unclear, main driver may be less severe/clinically relevant
P value
The calculated probability that a particular outcome has occurred due to chance
The calculated probability that the null hypothesis is true
Confidence interval
A range of values between which the true population value lies 95% of the time
Intention to treat
Statistical approach where all subjects are included in the analyses as members of the groups to which they are allocated, regardless of whether they completed the study or not
Pros = More closely reflects real life, Accounts for effect of adverse events & reduces attrition bias, Can help baseline characteristics of both groups to remain similar
Cons = Imputed value may be inaccurate (e.g. last observation carried forward)
Per protocol analysis
Where the final analysis only includes the patients that completed the treatment they were originally allocated to
Pros = accurately reflects the effects of treatment, useful in non-inferiority trials
Cons = subject to attrition bias - control and intervention groups may no longer have similar characteristics
Number needed to treat
Number of participants required to take a medication/have an intervention (compared with the control) to see one positive event
Is 1/ARR
Precision
How much agreement there is between repeat measurements