Randomization, Blinding, and Intention-to-Treat Flashcards

1
Q

Why is randomization a crucial process in a clinical trial?

A
  • It minimizes selection bias
  • It aims to ensure that treatment and control groups differ only in treatment received
  • It allows for stronger inferences
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2
Q

Stratification

A
  • 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
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3
Q

Concealed Allocation

A
  • 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
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4
Q

Allocation Concealment vs Blinding

A
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5
Q

Unblinded (AKA Open Label)

A

All parties are aware of the treatment the participant receives

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6
Q

Single Blind

A

One part, either the participant or the investigator, is unaware of the treatment allocation to the participant

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7
Q

Double Blind

A

The participant and the clinicians/data collectors are unaware of the treatment the participant receives

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8
Q

Triple Blind

A

Particpants, clinicians/data collectors, and outcome adjudicators/data analysts are all unaware of the treatment the participant receives

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9
Q

Per-protocol analysis

A
  • 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
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10
Q

Intention to treat analysis

A
  • All patients who were enrolled in the study and randomly allocated are included in the analysis
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11
Q

Relative Risk

A
  • 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)
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12
Q

Absolute Risk Reduction

A
  • The difference in risk between the control group (CER) and the experimental group (EER)
  • Absolute Risk Reduction (ARR) = (CER) - (EER)
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13
Q

Number Needed to Treat (NNT)

A
  • The number of patients that must be treated over a given period of time to prevent one additional outcome
  • NNT = 1/ARR
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14
Q

Incidence

A
  • The occurrence rate or frequency of a disease
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15
Q

Prevalence

A
  • 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.
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