Randomization, Blinding, and Intention-to-Treat Flashcards
Why is randomization a crucial process in a clinical trial?
- It minimizes selection bias
- It aims to ensure that treatment and control groups differ only in treatment received
- It allows for stronger inferences
Stratification
- The process of classifying clinical trial participants into strata: subgroups of participants formed by classification on variable(s) assed at baseline
- Stratified allocation is a method of treatment assignment in which participants in each strata are assigned treatment within the defined subgroups
- Stratified randomization is random treatment assignment within defined subgroups
Concealed Allocation
- Person who generatess the random assignment remains blind to the subject’s health conditions and thus cannot influence what treatment arm the person enters
- If allocation is not concealed, investigators are prone to assign healthier patients to the intervention arm which can result in selection bias
Allocation Concealment vs Blinding
Unblinded (AKA Open Label)
All parties are aware of the treatment the participant receives
Single Blind
One part, either the participant or the investigator, is unaware of the treatment allocation to the participant
Double Blind
The participant and the clinicians/data collectors are unaware of the treatment the participant receives
Triple Blind
Particpants, clinicians/data collectors, and outcome adjudicators/data analysts are all unaware of the treatment the participant receives
Per-protocol analysis
- Only the patients who fully complied with the protocol were included in the analysis
- Does not include any cross overs and provides a fair idea of the efficacy of treatment
- However, this removes the benefits of randomization
Intention to treat analysis
- All patients who were enrolled in the study and randomly allocated are included in the analysis
Relative Risk
- The risk of the outcome in the treated group (expirimental event rate or EER) compared to the risk in the control group (control event rate or CER)
- Relative Risk (RR) = (EER)/(CER)
Absolute Risk Reduction
- The difference in risk between the control group (CER) and the experimental group (EER)
- Absolute Risk Reduction (ARR) = (CER) - (EER)
Number Needed to Treat (NNT)
- The number of patients that must be treated over a given period of time to prevent one additional outcome
- NNT = 1/ARR
Incidence
- The occurrence rate or frequency of a disease
Prevalence
- Proportion of a particular population found to be affected by a medical condition at a specific time
- Decreases through two processes:
- These patients are cured
- These patients die
- This means that the prevalence can increase if it becomes more common or we prevent patients from dying from the disease. Thus an increase in prevalence can be a good thing if it means fewer deaths with better treatments.